id	sid	tid	token	lemma	pos
20214	1	1	Transcriber	Transcriber	NNP
20214	1	2	's	's	POS
20214	1	3	Notes	note	NNS
20214	1	4	]	]	-RRB-
20214	1	5	Conventional	conventional	JJ
20214	1	6	mathematical	mathematical	JJ
20214	1	7	notation	notation	NN
20214	1	8	requires	require	VBZ
20214	1	9	specialized	specialized	JJ
20214	1	10	fonts	font	NNS
20214	1	11	and	and	CC
20214	1	12	typesetting	typesetting	NN
20214	1	13	conventions	convention	NNS
20214	1	14	.	.	.
20214	2	1	I	-PRON-	PRP
20214	2	2	have	have	VBP
20214	2	3	adopted	adopt	VBN
20214	2	4	modern	modern	JJ
20214	2	5	computer	computer	NN
20214	2	6	programming	programming	NN
20214	2	7	notation	notation	NN
20214	2	8	using	use	VBG
20214	2	9	only	only	JJ
20214	2	10	ASCII	ASCII	NNP
20214	2	11	characters	character	NNS
20214	2	12	.	.	.
20214	3	1	The	the	DT
20214	3	2	square	square	JJ
20214	3	3	root	root	NN
20214	3	4	of	of	IN
20214	3	5	9	9	CD
20214	3	6	is	be	VBZ
20214	3	7	thus	thus	RB
20214	3	8	rendered	render	VBN
20214	3	9	as	as	IN
20214	3	10	square_root(9	square_root(9	NNP
20214	3	11	)	)	-RRB-
20214	3	12	and	and	CC
20214	3	13	the	the	DT
20214	3	14	square	square	NN
20214	3	15	of	of	IN
20214	3	16	9	9	CD
20214	3	17	is	be	VBZ
20214	3	18	square(9	square(9	JJ
20214	3	19	)	)	-RRB-
20214	3	20	.	.	.
20214	4	1	10	10	CD
20214	4	2	divided	divide	VBN
20214	4	3	by	by	IN
20214	4	4	5	5	CD
20214	4	5	is	be	VBZ
20214	4	6	(	(	-LRB-
20214	4	7	10/5	10/5	CD
20214	4	8	)	)	-RRB-
20214	4	9	and	and	CC
20214	4	10	10	10	CD
20214	4	11	multiplied	multiply	VBN
20214	4	12	by	by	IN
20214	4	13	5	5	CD
20214	4	14	is	be	VBZ
20214	4	15	(	(	-LRB-
20214	4	16	10	10	CD
20214	4	17	*	*	SYM
20214	4	18	5	5	CD
20214	4	19	)	)	-RRB-
20214	4	20	.	.	.
20214	5	1	The	the	DT
20214	5	2	DOC	DOC	NNP
20214	5	3	file	file	NN
20214	5	4	and	and	CC
20214	5	5	TXT	txt	NN
20214	5	6	files	file	NNS
20214	5	7	otherwise	otherwise	RB
20214	5	8	closely	closely	RB
20214	5	9	approximate	approximate	JJ
20214	5	10	the	the	DT
20214	5	11	original	original	JJ
20214	5	12	text	text	NN
20214	5	13	.	.	.
20214	6	1	There	there	EX
20214	6	2	are	be	VBP
20214	6	3	two	two	CD
20214	6	4	versions	version	NNS
20214	6	5	of	of	IN
20214	6	6	the	the	DT
20214	6	7	HTML	html	NN
20214	6	8	files	file	NNS
20214	6	9	,	,	,
20214	6	10	one	one	CD
20214	6	11	closely	closely	RB
20214	6	12	approximating	approximate	VBG
20214	6	13	the	the	DT
20214	6	14	original	original	JJ
20214	6	15	,	,	,
20214	6	16	and	and	CC
20214	6	17	a	a	DT
20214	6	18	second	second	JJ
20214	6	19	with	with	IN
20214	6	20	images	image	NNS
20214	6	21	of	of	IN
20214	6	22	the	the	DT
20214	6	23	slide	slide	NN
20214	6	24	rule	rule	NN
20214	6	25	settings	setting	NNS
20214	6	26	for	for	IN
20214	6	27	each	each	DT
20214	6	28	example	example	NN
20214	6	29	.	.	.
20214	7	1	By	by	IN
20214	7	2	the	the	DT
20214	7	3	time	time	NN
20214	7	4	I	-PRON-	PRP
20214	7	5	finished	finish	VBD
20214	7	6	engineering	engineering	NN
20214	7	7	school	school	NN
20214	7	8	in	in	IN
20214	7	9	1963	1963	CD
20214	7	10	,	,	,
20214	7	11	the	the	DT
20214	7	12	slide	slide	NN
20214	7	13	rule	rule	NN
20214	7	14	was	be	VBD
20214	7	15	a	a	DT
20214	7	16	well	well	RB
20214	7	17	worn	worn	JJ
20214	7	18	tool	tool	NN
20214	7	19	of	of	IN
20214	7	20	my	-PRON-	PRP$
20214	7	21	trade	trade	NN
20214	7	22	.	.	.
20214	8	1	I	-PRON-	PRP
20214	8	2	did	do	VBD
20214	8	3	not	not	RB
20214	8	4	use	use	VB
20214	8	5	an	an	DT
20214	8	6	electronic	electronic	JJ
20214	8	7	calculator	calculator	NN
20214	8	8	for	for	IN
20214	8	9	another	another	DT
20214	8	10	ten	ten	CD
20214	8	11	years	year	NNS
20214	8	12	.	.	.
20214	9	1	Consider	consider	VB
20214	9	2	that	that	IN
20214	9	3	my	-PRON-	PRP$
20214	9	4	predecessors	predecessor	NNS
20214	9	5	had	have	VBD
20214	9	6	little	little	JJ
20214	9	7	else	else	RB
20214	9	8	to	to	TO
20214	9	9	use	use	VB
20214	9	10	--	--	:
20214	9	11	think	think	VB
20214	9	12	Boulder	Boulder	NNP
20214	9	13	Dam	Dam	NNP
20214	9	14	(	(	-LRB-
20214	9	15	with	with	IN
20214	9	16	all	all	DT
20214	9	17	its	-PRON-	PRP$
20214	9	18	electrical	electrical	JJ
20214	9	19	,	,	,
20214	9	20	mechanical	mechanical	JJ
20214	9	21	and	and	CC
20214	9	22	construction	construction	NN
20214	9	23	calculations	calculation	NNS
20214	9	24	)	)	-RRB-
20214	9	25	.	.	.
20214	10	1	Rather	rather	RB
20214	10	2	than	than	IN
20214	10	3	dealing	deal	VBG
20214	10	4	with	with	IN
20214	10	5	elaborate	elaborate	JJ
20214	10	6	rules	rule	NNS
20214	10	7	for	for	IN
20214	10	8	positioning	position	VBG
20214	10	9	the	the	DT
20214	10	10	decimal	decimal	JJ
20214	10	11	point	point	NN
20214	10	12	,	,	,
20214	10	13	I	-PRON-	PRP
20214	10	14	was	be	VBD
20214	10	15	taught	teach	VBN
20214	10	16	to	to	IN
20214	10	17	first	first	RB
20214	10	18	"	"	``
20214	10	19	scale	scale	NN
20214	10	20	"	"	''
20214	10	21	the	the	DT
20214	10	22	factors	factor	NNS
20214	10	23	and	and	CC
20214	10	24	deal	deal	VBP
20214	10	25	with	with	IN
20214	10	26	the	the	DT
20214	10	27	decimal	decimal	JJ
20214	10	28	position	position	NN
20214	10	29	separately	separately	RB
20214	10	30	.	.	.
20214	11	1	For	for	IN
20214	11	2	example	example	NN
20214	11	3	:	:	:
20214	11	4	1230	1230	CD
20214	11	5	*	*	NFP
20214	11	6	.000093	.000093	.
20214	11	7	=	=	NFP
20214	11	8	1.23E3	1.23e3	CD
20214	11	9	*	*	NFP
20214	11	10	9.3E-5	9.3e-5	CD
20214	11	11	1.23E3	1.23e3	CD
20214	11	12	means	mean	VBZ
20214	11	13	multiply	multiply	NNP
20214	11	14	1.23	1.23	CD
20214	11	15	by	by	IN
20214	11	16	10	10	CD
20214	11	17	to	to	IN
20214	11	18	the	the	DT
20214	11	19	power	power	NN
20214	11	20	3	3	CD
20214	11	21	.	.	.
20214	12	1	9.3E-5	9.3e-5	CD
20214	12	2	means	mean	VBZ
20214	12	3	multiply	multiply	VB
20214	12	4	9.3	9.3	CD
20214	12	5	by	by	IN
20214	12	6	0.1	0.1	CD
20214	12	7	to	to	IN
20214	12	8	the	the	DT
20214	12	9	power	power	NN
20214	12	10	5	5	CD
20214	12	11	or	or	CC
20214	12	12	10	10	CD
20214	12	13	to	to	IN
20214	12	14	the	the	DT
20214	12	15	power	power	NN
20214	12	16	-5	-5	NNP
20214	12	17	.	.	.
20214	13	1	The	the	DT
20214	13	2	computation	computation	NN
20214	13	3	is	be	VBZ
20214	13	4	thus	thus	RB
20214	13	5	1.23	1.23	CD
20214	13	6	*	*	NFP
20214	13	7	9.3	9.3	CD
20214	13	8	*	*	NFP
20214	13	9	1E3	1e3	CD
20214	13	10	*	*	NFP
20214	13	11	1E-5	1e-5	NN
20214	13	12	The	the	DT
20214	13	13	exponents	exponent	NNS
20214	13	14	are	be	VBP
20214	13	15	simply	simply	RB
20214	13	16	added	add	VBN
20214	13	17	.	.	.
20214	14	1	1.23	1.23	CD
20214	14	2	*	*	NFP
20214	14	3	9.3	9.3	CD
20214	14	4	*	*	NFP
20214	14	5	1E-2	1e-2	CD
20214	14	6	=	=	SYM
20214	14	7	11.4	11.4	CD
20214	14	8	*	*	NFP
20214	14	9	1E-2	1e-2	CD
20214	14	10	=	=	SYM
20214	14	11	.114	.114	CD
20214	14	12	When	when	WRB
20214	14	13	taking	take	VBG
20214	14	14	roots	root	NNS
20214	14	15	,	,	,
20214	14	16	divide	divide	VB
20214	14	17	the	the	DT
20214	14	18	exponent	exponent	NN
20214	14	19	by	by	IN
20214	14	20	the	the	DT
20214	14	21	root	root	NN
20214	14	22	.	.	.
20214	15	1	The	the	DT
20214	15	2	square	square	JJ
20214	15	3	root	root	NN
20214	15	4	of	of	IN
20214	15	5	1E6	1e6	CD
20214	15	6	is	be	VBZ
20214	15	7	1E3	1e3	CD
20214	15	8	The	the	DT
20214	15	9	cube	cube	NN
20214	15	10	root	root	NN
20214	15	11	of	of	IN
20214	15	12	1E12	1e12	CD
20214	15	13	is	be	VBZ
20214	15	14	1E4	1e4	CD
20214	15	15	.	.	.
20214	16	1	When	when	WRB
20214	16	2	taking	take	VBG
20214	16	3	powers	power	NNS
20214	16	4	,	,	,
20214	16	5	multiply	multiply	VB
20214	16	6	the	the	DT
20214	16	7	exponent	exponent	NN
20214	16	8	by	by	IN
20214	16	9	the	the	DT
20214	16	10	power	power	NN
20214	16	11	.	.	.
20214	17	1	The	the	DT
20214	17	2	cube	cube	NN
20214	17	3	of	of	IN
20214	17	4	1E5	1e5	CD
20214	17	5	is	be	VBZ
20214	17	6	1E15	1e15	CD
20214	17	7	.	.	.
20214	18	1	[	[	-LRB-
20214	18	2	End	end	NN
20214	18	3	Transcriber	Transcriber	NNP
20214	18	4	's	's	POS
20214	18	5	Notes	note	NNS
20214	18	6	]	]	-RRB-
20214	18	7	INSTRUCTIONS	INSTRUCTIONS	NNP
20214	18	8	for	for	IN
20214	18	9	using	use	VBG
20214	18	10	a	a	DT
20214	18	11	SLIDE	SLIDE	NNP
20214	18	12	RULE	rule	NN
20214	18	13	SAVE	SAVE	NNP
20214	18	14	TIME	TIME	NNP
20214	18	15	!	!	.
20214	19	1	DO	do	VB
20214	19	2	THE	the	DT
20214	19	3	FOLLOWING	following	JJ
20214	19	4	INSTANTLY	instantly	NN
20214	19	5	WITHOUT	without	IN
20214	19	6	PAPER	paper	NN
20214	19	7	AND	and	CC
20214	19	8	PENCIL	PENCIL	NNP
20214	19	9	MULTIPLICATION	MULTIPLICATION	NNP
20214	19	10	DIVISION	division	NN
20214	19	11	RECIPROCAL	RECIPROCAL	VBZ
20214	19	12	VALUES	values	NN
20214	19	13	SQUARES	SQUARES	NNP
20214	19	14	&	&	CC
20214	19	15	CUBES	CUBES	NNP
20214	19	16	EXTRACTION	EXTRACTION	NNP
20214	19	17	OF	of	IN
20214	19	18	SQUARE	SQUARE	NNP
20214	19	19	ROOT	ROOT	NNS
20214	19	20	EXTRACTION	extraction	NN
20214	19	21	OF	of	IN
20214	19	22	CUBE	cube	NN
20214	19	23	ROOT	ROOT	NNP
20214	19	24	DIAMETER	DIAMETER	NNP
20214	19	25	OR	or	CC
20214	19	26	AREA	area	NN
20214	19	27	OF	of	IN
20214	19	28	CIRCLE	CIRCLE	NNP
20214	19	29	[	[	-LRB-
20214	19	30	Illustration	illustration	NN
20214	19	31	:	:	:
20214	19	32	Two	two	CD
20214	19	33	images	image	NNS
20214	19	34	of	of	IN
20214	19	35	a	a	DT
20214	19	36	slide	slide	NN
20214	19	37	rule	rule	NN
20214	19	38	.	.	.
20214	19	39	]	]	-RRB-
20214	20	1	INSTRUCTIONS	INSTRUCTIONS	NNP
20214	20	2	FOR	for	IN
20214	20	3	USING	use	VBG
20214	20	4	A	a	DT
20214	20	5	SLIDE	SLIDE	NNP
20214	20	6	RULE	rule	NN
20214	20	7	The	the	DT
20214	20	8	slide	slide	NN
20214	20	9	rule	rule	NN
20214	20	10	is	be	VBZ
20214	20	11	a	a	DT
20214	20	12	device	device	NN
20214	20	13	for	for	IN
20214	20	14	easily	easily	RB
20214	20	15	and	and	CC
20214	20	16	quickly	quickly	RB
20214	20	17	multiplying	multiply	VBG
20214	20	18	,	,	,
20214	20	19	dividing	divide	VBG
20214	20	20	and	and	CC
20214	20	21	extracting	extract	VBG
20214	20	22	square	square	JJ
20214	20	23	root	root	NN
20214	20	24	and	and	CC
20214	20	25	cube	cube	NN
20214	20	26	root	root	NN
20214	20	27	.	.	.
20214	21	1	It	-PRON-	PRP
20214	21	2	will	will	MD
20214	21	3	also	also	RB
20214	21	4	perform	perform	VB
20214	21	5	any	any	DT
20214	21	6	combination	combination	NN
20214	21	7	of	of	IN
20214	21	8	these	these	DT
20214	21	9	processes	process	NNS
20214	21	10	.	.	.
20214	22	1	On	on	IN
20214	22	2	this	this	DT
20214	22	3	account	account	NN
20214	22	4	,	,	,
20214	22	5	it	-PRON-	PRP
20214	22	6	is	be	VBZ
20214	22	7	found	find	VBN
20214	22	8	extremely	extremely	RB
20214	22	9	useful	useful	JJ
20214	22	10	by	by	IN
20214	22	11	students	student	NNS
20214	22	12	and	and	CC
20214	22	13	teachers	teacher	NNS
20214	22	14	in	in	IN
20214	22	15	schools	school	NNS
20214	22	16	and	and	CC
20214	22	17	colleges	college	NNS
20214	22	18	,	,	,
20214	22	19	by	by	IN
20214	22	20	engineers	engineer	NNS
20214	22	21	,	,	,
20214	22	22	architects	architect	NNS
20214	22	23	,	,	,
20214	22	24	draftsmen	draftsman	NNS
20214	22	25	,	,	,
20214	22	26	surveyors	surveyor	NNS
20214	22	27	,	,	,
20214	22	28	chemists	chemist	NNS
20214	22	29	,	,	,
20214	22	30	and	and	CC
20214	22	31	many	many	JJ
20214	22	32	others	other	NNS
20214	22	33	.	.	.
20214	23	1	Accountants	accountant	NNS
20214	23	2	and	and	CC
20214	23	3	clerks	clerk	NNS
20214	23	4	find	find	VBP
20214	23	5	it	-PRON-	PRP
20214	23	6	very	very	RB
20214	23	7	helpful	helpful	JJ
20214	23	8	when	when	WRB
20214	23	9	approximate	approximate	JJ
20214	23	10	calculations	calculation	NNS
20214	23	11	must	must	MD
20214	23	12	be	be	VB
20214	23	13	made	make	VBN
20214	23	14	rapidly	rapidly	RB
20214	23	15	.	.	.
20214	24	1	The	the	DT
20214	24	2	operation	operation	NN
20214	24	3	of	of	IN
20214	24	4	a	a	DT
20214	24	5	slide	slide	NN
20214	24	6	rule	rule	NN
20214	24	7	is	be	VBZ
20214	24	8	extremely	extremely	RB
20214	24	9	easy	easy	JJ
20214	24	10	,	,	,
20214	24	11	and	and	CC
20214	24	12	it	-PRON-	PRP
20214	24	13	is	be	VBZ
20214	24	14	well	well	RB
20214	24	15	worth	worth	JJ
20214	24	16	while	while	IN
20214	24	17	for	for	IN
20214	24	18	anyone	anyone	NN
20214	24	19	who	who	WP
20214	24	20	is	be	VBZ
20214	24	21	called	call	VBN
20214	24	22	upon	upon	IN
20214	24	23	to	to	TO
20214	24	24	do	do	VB
20214	24	25	much	much	JJ
20214	24	26	numerical	numerical	JJ
20214	24	27	calculation	calculation	NN
20214	24	28	to	to	TO
20214	24	29	learn	learn	VB
20214	24	30	to	to	TO
20214	24	31	use	use	VB
20214	24	32	one	one	CD
20214	24	33	.	.	.
20214	25	1	It	-PRON-	PRP
20214	25	2	is	be	VBZ
20214	25	3	the	the	DT
20214	25	4	purpose	purpose	NN
20214	25	5	of	of	IN
20214	25	6	this	this	DT
20214	25	7	manual	manual	NN
20214	25	8	to	to	TO
20214	25	9	explain	explain	VB
20214	25	10	the	the	DT
20214	25	11	operation	operation	NN
20214	25	12	in	in	IN
20214	25	13	such	such	PDT
20214	25	14	a	a	DT
20214	25	15	way	way	NN
20214	25	16	that	that	WDT
20214	25	17	a	a	DT
20214	25	18	person	person	NN
20214	25	19	who	who	WP
20214	25	20	has	have	VBZ
20214	25	21	never	never	RB
20214	25	22	before	before	RB
20214	25	23	used	use	VBN
20214	25	24	a	a	DT
20214	25	25	slide	slide	NN
20214	25	26	rule	rule	NN
20214	25	27	may	may	MD
20214	25	28	teach	teach	VB
20214	25	29	himself	-PRON-	PRP
20214	25	30	to	to	TO
20214	25	31	do	do	VB
20214	25	32	so	so	RB
20214	25	33	.	.	.
20214	26	1	DESCRIPTION	description	NN
20214	26	2	OF	of	IN
20214	26	3	SLIDE	SLIDE	NNS
20214	26	4	RULE	rule	VB
20214	26	5	The	the	DT
20214	26	6	slide	slide	NN
20214	26	7	rule	rule	NN
20214	26	8	consists	consist	VBZ
20214	26	9	of	of	IN
20214	26	10	three	three	CD
20214	26	11	parts	part	NNS
20214	26	12	(	(	-LRB-
20214	26	13	see	see	VB
20214	26	14	figure	figure	NN
20214	26	15	1	1	CD
20214	26	16	)	)	-RRB-
20214	26	17	.	.	.
20214	27	1	B	b	NN
20214	27	2	is	be	VBZ
20214	27	3	the	the	DT
20214	27	4	body	body	NN
20214	27	5	of	of	IN
20214	27	6	the	the	DT
20214	27	7	rule	rule	NN
20214	27	8	and	and	CC
20214	27	9	carries	carry	VBZ
20214	27	10	three	three	CD
20214	27	11	scales	scale	NNS
20214	27	12	marked	mark	VBN
20214	27	13	A	a	NN
20214	27	14	,	,	,
20214	27	15	D	d	NN
20214	27	16	and	and	CC
20214	27	17	K.	K.	NNP
20214	27	18	S	S	NNP
20214	27	19	is	be	VBZ
20214	27	20	the	the	DT
20214	27	21	slider	slider	NN
20214	27	22	which	which	WDT
20214	27	23	moves	move	VBZ
20214	27	24	relative	relative	JJ
20214	27	25	to	to	IN
20214	27	26	the	the	DT
20214	27	27	body	body	NN
20214	27	28	and	and	CC
20214	27	29	also	also	RB
20214	27	30	carries	carry	VBZ
20214	27	31	three	three	CD
20214	27	32	scales	scale	NNS
20214	27	33	marked	mark	VBN
20214	27	34	B	B	NNP
20214	27	35	,	,	,
20214	27	36	CI	CI	NNP
20214	27	37	and	and	CC
20214	27	38	C.	C.	NNP
20214	27	39	R	R	NNP
20214	27	40	is	be	VBZ
20214	27	41	the	the	DT
20214	27	42	runner	runner	NN
20214	27	43	or	or	CC
20214	27	44	indicator	indicator	NN
20214	27	45	and	and	CC
20214	27	46	is	be	VBZ
20214	27	47	marked	mark	VBN
20214	27	48	in	in	IN
20214	27	49	the	the	DT
20214	27	50	center	center	NN
20214	27	51	with	with	IN
20214	27	52	a	a	DT
20214	27	53	hair	hair	NN
20214	27	54	-	-	HYPH
20214	27	55	line	line	NN
20214	27	56	.	.	.
20214	28	1	The	the	DT
20214	28	2	scales	scale	NNS
20214	28	3	A	a	NN
20214	28	4	and	and	CC
20214	28	5	B	b	NN
20214	28	6	are	be	VBP
20214	28	7	identical	identical	JJ
20214	28	8	and	and	CC
20214	28	9	are	be	VBP
20214	28	10	used	use	VBN
20214	28	11	in	in	IN
20214	28	12	problems	problem	NNS
20214	28	13	involving	involve	VBG
20214	28	14	square	square	JJ
20214	28	15	root	root	NN
20214	28	16	.	.	.
20214	29	1	Scales	Scales	NNP
20214	29	2	C	C	NNP
20214	29	3	and	and	CC
20214	29	4	D	d	NN
20214	29	5	are	be	VBP
20214	29	6	also	also	RB
20214	29	7	identical	identical	JJ
20214	29	8	and	and	CC
20214	29	9	are	be	VBP
20214	29	10	used	use	VBN
20214	29	11	for	for	IN
20214	29	12	multiplication	multiplication	NN
20214	29	13	and	and	CC
20214	29	14	division	division	NN
20214	29	15	.	.	.
20214	30	1	Scale	Scale	NNP
20214	30	2	K	k	NN
20214	30	3	is	be	VBZ
20214	30	4	for	for	IN
20214	30	5	finding	find	VBG
20214	30	6	cube	cube	NNP
20214	30	7	root	root	NN
20214	30	8	.	.	.
20214	31	1	Scale	scale	NN
20214	31	2	CI	CI	NNP
20214	31	3	,	,	,
20214	31	4	or	or	CC
20214	31	5	C	C	NNP
20214	31	6	-	-	HYPH
20214	31	7	inverse	inverse	NNP
20214	31	8	,	,	,
20214	31	9	is	be	VBZ
20214	31	10	like	like	IN
20214	31	11	scale	scale	NN
20214	31	12	C	c	NN
20214	31	13	except	except	IN
20214	31	14	that	that	IN
20214	31	15	it	-PRON-	PRP
20214	31	16	is	be	VBZ
20214	31	17	laid	lay	VBN
20214	31	18	off	off	RP
20214	31	19	from	from	IN
20214	31	20	right	right	NN
20214	31	21	to	to	IN
20214	31	22	left	leave	VBN
20214	31	23	instead	instead	RB
20214	31	24	of	of	IN
20214	31	25	from	from	IN
20214	31	26	left	leave	VBN
20214	31	27	to	to	IN
20214	31	28	right	right	NN
20214	31	29	.	.	.
20214	32	1	It	-PRON-	PRP
20214	32	2	is	be	VBZ
20214	32	3	useful	useful	JJ
20214	32	4	in	in	IN
20214	32	5	problems	problem	NNS
20214	32	6	involving	involve	VBG
20214	32	7	reciprocals	reciprocal	NNS
20214	32	8	.	.	.
20214	33	1	MULTIPLICATION	MULTIPLICATION	NNP
20214	33	2	We	-PRON-	PRP
20214	33	3	will	will	MD
20214	33	4	start	start	VB
20214	33	5	with	with	IN
20214	33	6	a	a	DT
20214	33	7	very	very	RB
20214	33	8	simple	simple	JJ
20214	33	9	example	example	NN
20214	33	10	:	:	:
20214	33	11	Example	example	NN
20214	33	12	1	1	CD
20214	33	13	:	:	SYM
20214	33	14	2	2	CD
20214	33	15	*	*	NFP
20214	33	16	3	3	CD
20214	33	17	=	=	SYM
20214	33	18	6	6	CD
20214	33	19	To	to	TO
20214	33	20	prove	prove	VB
20214	33	21	this	this	DT
20214	33	22	on	on	IN
20214	33	23	the	the	DT
20214	33	24	slide	slide	NN
20214	33	25	rule	rule	NN
20214	33	26	,	,	,
20214	33	27	move	move	VB
20214	33	28	the	the	DT
20214	33	29	slider	slider	NN
20214	33	30	so	so	IN
20214	33	31	that	that	IN
20214	33	32	the	the	DT
20214	33	33	1	1	CD
20214	33	34	at	at	IN
20214	33	35	the	the	DT
20214	33	36	left	left	JJ
20214	33	37	-	-	HYPH
20214	33	38	hand	hand	NN
20214	33	39	end	end	NN
20214	33	40	of	of	IN
20214	33	41	the	the	DT
20214	33	42	C	C	NNP
20214	33	43	scale	scale	NN
20214	33	44	is	be	VBZ
20214	33	45	directly	directly	RB
20214	33	46	over	over	IN
20214	33	47	the	the	DT
20214	33	48	large	large	JJ
20214	33	49	2	2	CD
20214	33	50	on	on	IN
20214	33	51	the	the	DT
20214	33	52	D	d	JJ
20214	33	53	scale	scale	NN
20214	33	54	(	(	-LRB-
20214	33	55	see	see	VB
20214	33	56	figure	figure	NN
20214	33	57	1	1	CD
20214	33	58	)	)	-RRB-
20214	33	59	.	.	.
20214	34	1	Then	then	RB
20214	34	2	move	move	VB
20214	34	3	the	the	DT
20214	34	4	runner	runner	NN
20214	34	5	till	till	IN
20214	34	6	the	the	DT
20214	34	7	hair	hair	NN
20214	34	8	-	-	HYPH
20214	34	9	line	line	NN
20214	34	10	is	be	VBZ
20214	34	11	over	over	IN
20214	34	12	3	3	CD
20214	34	13	on	on	IN
20214	34	14	the	the	DT
20214	34	15	C	C	NNP
20214	34	16	scale	scale	NN
20214	34	17	.	.	.
20214	35	1	Read	read	VB
20214	35	2	the	the	DT
20214	35	3	answer	answer	NN
20214	35	4	,	,	,
20214	35	5	6	6	CD
20214	35	6	,	,	,
20214	35	7	on	on	IN
20214	35	8	the	the	DT
20214	35	9	D	d	JJ
20214	35	10	scale	scale	NN
20214	35	11	under	under	IN
20214	35	12	the	the	DT
20214	35	13	hair	hair	NN
20214	35	14	-	-	HYPH
20214	35	15	line	line	NN
20214	35	16	.	.	.
20214	36	1	Now	now	RB
20214	36	2	,	,	,
20214	36	3	let	let	VB
20214	36	4	us	-PRON-	PRP
20214	36	5	consider	consider	VB
20214	36	6	a	a	DT
20214	36	7	more	more	RBR
20214	36	8	complicated	complicated	JJ
20214	36	9	example	example	NN
20214	36	10	:	:	:
20214	36	11	Example	example	NN
20214	36	12	2	2	CD
20214	36	13	:	:	:
20214	36	14	2.12	2.12	CD
20214	36	15	*	*	NFP
20214	36	16	3.16	3.16	CD
20214	36	17	=	=	SYM
20214	36	18	6.70	6.70	CD
20214	36	19	As	as	IN
20214	36	20	before	before	RB
20214	36	21	,	,	,
20214	36	22	set	set	VBD
20214	36	23	the	the	DT
20214	36	24	1	1	CD
20214	36	25	at	at	IN
20214	36	26	the	the	DT
20214	36	27	left	left	JJ
20214	36	28	-	-	HYPH
20214	36	29	hand	hand	NN
20214	36	30	end	end	NN
20214	36	31	of	of	IN
20214	36	32	the	the	DT
20214	36	33	C	C	NNP
20214	36	34	scale	scale	NN
20214	36	35	,	,	,
20214	36	36	which	which	WDT
20214	36	37	we	-PRON-	PRP
20214	36	38	will	will	MD
20214	36	39	call	call	VB
20214	36	40	the	the	DT
20214	36	41	left	left	JJ
20214	36	42	-	-	HYPH
20214	36	43	hand	hand	NN
20214	36	44	index	index	NN
20214	36	45	of	of	IN
20214	36	46	the	the	DT
20214	36	47	C	C	NNP
20214	36	48	scale	scale	NN
20214	36	49	,	,	,
20214	36	50	over	over	IN
20214	36	51	2.12	2.12	CD
20214	36	52	on	on	IN
20214	36	53	the	the	DT
20214	36	54	D	d	JJ
20214	36	55	scale	scale	NN
20214	36	56	(	(	-LRB-
20214	36	57	See	see	VB
20214	36	58	figure	figure	NN
20214	36	59	2	2	CD
20214	36	60	)	)	-RRB-
20214	36	61	.	.	.
20214	37	1	The	the	DT
20214	37	2	hair	hair	NN
20214	37	3	-	-	HYPH
20214	37	4	line	line	NN
20214	37	5	of	of	IN
20214	37	6	the	the	DT
20214	37	7	runner	runner	NN
20214	37	8	is	be	VBZ
20214	37	9	now	now	RB
20214	37	10	placed	place	VBN
20214	37	11	over	over	IN
20214	37	12	3.16	3.16	CD
20214	37	13	on	on	IN
20214	37	14	the	the	DT
20214	37	15	C	C	NNP
20214	37	16	scale	scale	NN
20214	37	17	and	and	CC
20214	37	18	the	the	DT
20214	37	19	answer	answer	NN
20214	37	20	,	,	,
20214	37	21	6.70	6.70	CD
20214	37	22	,	,	,
20214	37	23	read	read	VBD
20214	37	24	on	on	IN
20214	37	25	the	the	DT
20214	37	26	D	d	JJ
20214	37	27	scale	scale	NN
20214	37	28	.	.	.
20214	38	1	METHOD	METHOD	NNP
20214	38	2	OF	of	IN
20214	38	3	MAKING	make	VBG
20214	38	4	SETTINGS	SETTINGS	NNP
20214	38	5	In	in	IN
20214	38	6	order	order	NN
20214	38	7	to	to	TO
20214	38	8	understand	understand	VB
20214	38	9	just	just	RB
20214	38	10	why	why	WRB
20214	38	11	2.12	2.12	CD
20214	38	12	is	be	VBZ
20214	38	13	set	set	VBN
20214	38	14	where	where	WRB
20214	38	15	it	-PRON-	PRP
20214	38	16	is	be	VBZ
20214	38	17	(	(	-LRB-
20214	38	18	figure	figure	NN
20214	38	19	2	2	CD
20214	38	20	)	)	-RRB-
20214	38	21	,	,	,
20214	38	22	notice	notice	VB
20214	38	23	that	that	IN
20214	38	24	the	the	DT
20214	38	25	interval	interval	NN
20214	38	26	from	from	IN
20214	38	27	2	2	CD
20214	38	28	to	to	IN
20214	38	29	3	3	CD
20214	38	30	is	be	VBZ
20214	38	31	divided	divide	VBN
20214	38	32	into	into	IN
20214	38	33	10	10	CD
20214	38	34	large	large	JJ
20214	38	35	or	or	CC
20214	38	36	major	major	JJ
20214	38	37	divisions	division	NNS
20214	38	38	,	,	,
20214	38	39	each	each	DT
20214	38	40	of	of	IN
20214	38	41	which	which	WDT
20214	38	42	is	be	VBZ
20214	38	43	,	,	,
20214	38	44	of	of	IN
20214	38	45	course	course	NN
20214	38	46	,	,	,
20214	38	47	equal	equal	JJ
20214	38	48	to	to	IN
20214	38	49	one	one	CD
20214	38	50	-	-	HYPH
20214	38	51	tenth	tenth	NN
20214	38	52	(	(	-LRB-
20214	38	53	0.1	0.1	CD
20214	38	54	)	)	-RRB-
20214	38	55	of	of	IN
20214	38	56	the	the	DT
20214	38	57	amount	amount	NN
20214	38	58	represented	represent	VBN
20214	38	59	by	by	IN
20214	38	60	the	the	DT
20214	38	61	whole	whole	JJ
20214	38	62	interval	interval	NN
20214	38	63	.	.	.
20214	39	1	The	the	DT
20214	39	2	major	major	JJ
20214	39	3	divisions	division	NNS
20214	39	4	are	be	VBP
20214	39	5	in	in	IN
20214	39	6	turn	turn	NN
20214	39	7	divided	divide	VBN
20214	39	8	into	into	IN
20214	39	9	5	5	CD
20214	39	10	small	small	JJ
20214	39	11	or	or	CC
20214	39	12	minor	minor	JJ
20214	39	13	divisions	division	NNS
20214	39	14	,	,	,
20214	39	15	each	each	DT
20214	39	16	of	of	IN
20214	39	17	which	which	WDT
20214	39	18	is	be	VBZ
20214	39	19	one	one	CD
20214	39	20	-	-	HYPH
20214	39	21	fifth	fifth	NN
20214	39	22	or	or	CC
20214	39	23	two	two	CD
20214	39	24	-	-	HYPH
20214	39	25	tenths	tenth	NNS
20214	39	26	(	(	-LRB-
20214	39	27	0.2	0.2	CD
20214	39	28	)	)	-RRB-
20214	39	29	of	of	IN
20214	39	30	the	the	DT
20214	39	31	major	major	JJ
20214	39	32	division	division	NN
20214	39	33	,	,	,
20214	39	34	that	that	RB
20214	39	35	is	is	RB
20214	39	36	0.02	0.02	CD
20214	39	37	of	of	IN
20214	39	38	the	the	DT
20214	39	39	whole	whole	JJ
20214	39	40	interval	interval	NN
20214	39	41	.	.	.
20214	40	1	Therefore	therefore	RB
20214	40	2	,	,	,
20214	40	3	the	the	DT
20214	40	4	index	index	NN
20214	40	5	is	be	VBZ
20214	40	6	set	set	VBN
20214	40	7	above	above	IN
20214	40	8	2	2	CD
20214	40	9	+	+	SYM
20214	40	10	1	1	CD
20214	40	11	major	major	JJ
20214	40	12	division	division	NN
20214	40	13	+	+	CC
20214	40	14	1	1	CD
20214	40	15	minor	minor	JJ
20214	40	16	division	division	NN
20214	40	17	=	=	SYM
20214	40	18	2	2	CD
20214	40	19	+	+	CC
20214	40	20	0.1	0.1	CD
20214	40	21	+	+	SYM
20214	40	22	0.02	0.02	CD
20214	40	23	=	=	SYM
20214	40	24	2.12	2.12	CD
20214	40	25	.	.	.
20214	41	1	In	in	IN
20214	41	2	the	the	DT
20214	41	3	same	same	JJ
20214	41	4	way	way	NN
20214	41	5	we	-PRON-	PRP
20214	41	6	find	find	VBP
20214	41	7	3.16	3.16	CD
20214	41	8	on	on	IN
20214	41	9	the	the	DT
20214	41	10	C	C	NNP
20214	41	11	scale	scale	NN
20214	41	12	.	.	.
20214	42	1	While	while	IN
20214	42	2	we	-PRON-	PRP
20214	42	3	are	be	VBP
20214	42	4	on	on	IN
20214	42	5	this	this	DT
20214	42	6	subject	subject	NN
20214	42	7	,	,	,
20214	42	8	notice	notice	NN
20214	42	9	that	that	IN
20214	42	10	in	in	IN
20214	42	11	the	the	DT
20214	42	12	interval	interval	NN
20214	42	13	from	from	IN
20214	42	14	1	1	CD
20214	42	15	to	to	IN
20214	42	16	2	2	CD
20214	42	17	the	the	DT
20214	42	18	major	major	JJ
20214	42	19	divisions	division	NNS
20214	42	20	are	be	VBP
20214	42	21	marked	mark	VBN
20214	42	22	with	with	IN
20214	42	23	the	the	DT
20214	42	24	small	small	JJ
20214	42	25	figures	figure	NNS
20214	42	26	1	1	CD
20214	42	27	to	to	IN
20214	42	28	9	9	CD
20214	42	29	and	and	CC
20214	42	30	the	the	DT
20214	42	31	minor	minor	JJ
20214	42	32	divisions	division	NNS
20214	42	33	are	be	VBP
20214	42	34	0.1	0.1	CD
20214	42	35	of	of	IN
20214	42	36	the	the	DT
20214	42	37	major	major	JJ
20214	42	38	divisions	division	NNS
20214	42	39	.	.	.
20214	43	1	In	in	IN
20214	43	2	the	the	DT
20214	43	3	intervals	interval	NNS
20214	43	4	from	from	IN
20214	43	5	2	2	CD
20214	43	6	to	to	IN
20214	43	7	3	3	CD
20214	43	8	and	and	CC
20214	43	9	3	3	CD
20214	43	10	to	to	IN
20214	43	11	4	4	CD
20214	43	12	the	the	DT
20214	43	13	minor	minor	JJ
20214	43	14	divisions	division	NNS
20214	43	15	are	be	VBP
20214	43	16	0.2	0.2	CD
20214	43	17	of	of	IN
20214	43	18	the	the	DT
20214	43	19	major	major	JJ
20214	43	20	divisions	division	NNS
20214	43	21	,	,	,
20214	43	22	and	and	CC
20214	43	23	for	for	IN
20214	43	24	the	the	DT
20214	43	25	rest	rest	NN
20214	43	26	of	of	IN
20214	43	27	the	the	DT
20214	43	28	D	d	NN
20214	43	29	(	(	-LRB-
20214	43	30	or	or	CC
20214	43	31	C	c	NN
20214	43	32	)	)	-RRB-
20214	43	33	scale	scale	NN
20214	43	34	,	,	,
20214	43	35	the	the	DT
20214	43	36	minor	minor	JJ
20214	43	37	divisions	division	NNS
20214	43	38	are	be	VBP
20214	43	39	0.5	0.5	CD
20214	43	40	of	of	IN
20214	43	41	the	the	DT
20214	43	42	major	major	JJ
20214	43	43	divisions	division	NNS
20214	43	44	.	.	.
20214	44	1	Reading	read	VBG
20214	44	2	the	the	DT
20214	44	3	setting	setting	NN
20214	44	4	from	from	IN
20214	44	5	a	a	DT
20214	44	6	slide	slide	NN
20214	44	7	rule	rule	NN
20214	44	8	is	be	VBZ
20214	44	9	very	very	RB
20214	44	10	much	much	RB
20214	44	11	like	like	IN
20214	44	12	reading	read	VBG
20214	44	13	measurements	measurement	NNS
20214	44	14	from	from	IN
20214	44	15	a	a	DT
20214	44	16	ruler	ruler	NN
20214	44	17	.	.	.
20214	45	1	Imagine	imagine	VB
20214	45	2	that	that	IN
20214	45	3	the	the	DT
20214	45	4	divisions	division	NNS
20214	45	5	between	between	IN
20214	45	6	2	2	CD
20214	45	7	and	and	CC
20214	45	8	3	3	CD
20214	45	9	on	on	IN
20214	45	10	the	the	DT
20214	45	11	D	d	JJ
20214	45	12	scale	scale	NN
20214	45	13	(	(	-LRB-
20214	45	14	figure	figure	NN
20214	45	15	2	2	CD
20214	45	16	)	)	-RRB-
20214	45	17	are	be	VBP
20214	45	18	those	those	DT
20214	45	19	of	of	IN
20214	45	20	a	a	DT
20214	45	21	ruler	ruler	NN
20214	45	22	divided	divide	VBN
20214	45	23	into	into	IN
20214	45	24	tenths	tenth	NNS
20214	45	25	of	of	IN
20214	45	26	a	a	DT
20214	45	27	foot	foot	NN
20214	45	28	,	,	,
20214	45	29	and	and	CC
20214	45	30	each	each	DT
20214	45	31	tenth	tenth	NN
20214	45	32	of	of	IN
20214	45	33	a	a	DT
20214	45	34	foot	foot	NN
20214	45	35	divided	divide	VBN
20214	45	36	in	in	IN
20214	45	37	5	5	CD
20214	45	38	parts	part	NNS
20214	45	39	0.02	0.02	CD
20214	45	40	of	of	IN
20214	45	41	a	a	DT
20214	45	42	foot	foot	NN
20214	45	43	long	long	RB
20214	45	44	.	.	.
20214	46	1	Then	then	RB
20214	46	2	the	the	DT
20214	46	3	distance	distance	NN
20214	46	4	from	from	IN
20214	46	5	one	one	CD
20214	46	6	on	on	IN
20214	46	7	the	the	DT
20214	46	8	left	left	JJ
20214	46	9	-	-	HYPH
20214	46	10	hand	hand	NN
20214	46	11	end	end	NN
20214	46	12	of	of	IN
20214	46	13	the	the	DT
20214	46	14	D	d	JJ
20214	46	15	scale	scale	NN
20214	46	16	(	(	-LRB-
20214	46	17	not	not	RB
20214	46	18	shown	show	VBN
20214	46	19	in	in	IN
20214	46	20	figure	figure	NN
20214	46	21	2	2	CD
20214	46	22	)	)	-RRB-
20214	46	23	to	to	IN
20214	46	24	one	one	CD
20214	46	25	on	on	IN
20214	46	26	the	the	DT
20214	46	27	left	left	JJ
20214	46	28	-	-	HYPH
20214	46	29	hand	hand	NN
20214	46	30	end	end	NN
20214	46	31	of	of	IN
20214	46	32	the	the	DT
20214	46	33	C	C	NNP
20214	46	34	scale	scale	NN
20214	46	35	would	would	MD
20214	46	36	he	-PRON-	PRP
20214	46	37	2.12	2.12	CD
20214	46	38	feet	foot	NNS
20214	46	39	.	.	.
20214	47	1	Of	of	RB
20214	47	2	course	course	RB
20214	47	3	,	,	,
20214	47	4	a	a	DT
20214	47	5	foot	foot	NN
20214	47	6	rule	rule	NN
20214	47	7	is	be	VBZ
20214	47	8	divided	divide	VBN
20214	47	9	into	into	IN
20214	47	10	parts	part	NNS
20214	47	11	of	of	IN
20214	47	12	uniform	uniform	JJ
20214	47	13	length	length	NN
20214	47	14	,	,	,
20214	47	15	while	while	IN
20214	47	16	those	those	DT
20214	47	17	on	on	IN
20214	47	18	a	a	DT
20214	47	19	slide	slide	NN
20214	47	20	rule	rule	NN
20214	47	21	get	get	VBP
20214	47	22	smaller	small	JJR
20214	47	23	toward	toward	IN
20214	47	24	the	the	DT
20214	47	25	right	right	JJ
20214	47	26	-	-	HYPH
20214	47	27	hand	hand	NN
20214	47	28	end	end	NN
20214	47	29	,	,	,
20214	47	30	but	but	CC
20214	47	31	this	this	DT
20214	47	32	example	example	NN
20214	47	33	may	may	MD
20214	47	34	help	help	VB
20214	47	35	to	to	TO
20214	47	36	give	give	VB
20214	47	37	an	an	DT
20214	47	38	idea	idea	NN
20214	47	39	of	of	IN
20214	47	40	the	the	DT
20214	47	41	method	method	NN
20214	47	42	of	of	IN
20214	47	43	making	make	VBG
20214	47	44	and	and	CC
20214	47	45	reading	read	VBG
20214	47	46	settings	setting	NNS
20214	47	47	.	.	.
20214	48	1	Now	now	RB
20214	48	2	consider	consider	VB
20214	48	3	another	another	DT
20214	48	4	example	example	NN
20214	48	5	.	.	.
20214	49	1	Example	Example	NNP
20214	49	2	3a	3a	NNP
20214	49	3	:	:	:
20214	49	4	2.12	2.12	CD
20214	49	5	*	*	NFP
20214	49	6	7.35	7.35	CD
20214	49	7	=	=	SYM
20214	49	8	15.6	15.6	CD
20214	49	9	If	if	IN
20214	49	10	we	-PRON-	PRP
20214	49	11	set	set	VBD
20214	49	12	the	the	DT
20214	49	13	left	left	JJ
20214	49	14	-	-	HYPH
20214	49	15	hand	hand	NN
20214	49	16	index	index	NN
20214	49	17	of	of	IN
20214	49	18	the	the	DT
20214	49	19	C	C	NNP
20214	49	20	scale	scale	NN
20214	49	21	over	over	IN
20214	49	22	2.12	2.12	CD
20214	49	23	as	as	IN
20214	49	24	in	in	IN
20214	49	25	the	the	DT
20214	49	26	last	last	JJ
20214	49	27	example	example	NN
20214	49	28	,	,	,
20214	49	29	we	-PRON-	PRP
20214	49	30	find	find	VBP
20214	49	31	that	that	IN
20214	49	32	7.35	7.35	CD
20214	49	33	on	on	IN
20214	49	34	the	the	DT
20214	49	35	C	C	NNP
20214	49	36	scale	scale	NN
20214	49	37	falls	fall	VBZ
20214	49	38	out	out	RP
20214	49	39	beyond	beyond	IN
20214	49	40	the	the	DT
20214	49	41	body	body	NN
20214	49	42	of	of	IN
20214	49	43	the	the	DT
20214	49	44	rule	rule	NN
20214	49	45	.	.	.
20214	50	1	In	in	IN
20214	50	2	a	a	DT
20214	50	3	case	case	NN
20214	50	4	like	like	IN
20214	50	5	this	this	DT
20214	50	6	,	,	,
20214	50	7	simply	simply	RB
20214	50	8	use	use	VB
20214	50	9	the	the	DT
20214	50	10	right	right	JJ
20214	50	11	-	-	HYPH
20214	50	12	hand	hand	NN
20214	50	13	index	index	NN
20214	50	14	of	of	IN
20214	50	15	the	the	DT
20214	50	16	C	C	NNP
20214	50	17	scale	scale	NN
20214	50	18	.	.	.
20214	51	1	If	if	IN
20214	51	2	we	-PRON-	PRP
20214	51	3	set	set	VBP
20214	51	4	this	this	DT
20214	51	5	over	over	IN
20214	51	6	2.12	2.12	CD
20214	51	7	on	on	IN
20214	51	8	the	the	DT
20214	51	9	D	d	JJ
20214	51	10	scale	scale	NN
20214	51	11	and	and	CC
20214	51	12	move	move	VB
20214	51	13	the	the	DT
20214	51	14	runner	runner	NN
20214	51	15	to	to	IN
20214	51	16	7.35	7.35	CD
20214	51	17	on	on	IN
20214	51	18	the	the	DT
20214	51	19	C	C	NNP
20214	51	20	scale	scale	NN
20214	51	21	we	-PRON-	PRP
20214	51	22	read	read	VBP
20214	51	23	the	the	DT
20214	51	24	result	result	NN
20214	51	25	15.6	15.6	CD
20214	51	26	on	on	IN
20214	51	27	the	the	DT
20214	51	28	D	d	JJ
20214	51	29	scale	scale	NN
20214	51	30	under	under	IN
20214	51	31	the	the	DT
20214	51	32	hair	hair	NN
20214	51	33	-	-	HYPH
20214	51	34	line	line	NN
20214	51	35	.	.	.
20214	52	1	Now	now	RB
20214	52	2	,	,	,
20214	52	3	the	the	DT
20214	52	4	question	question	NN
20214	52	5	immediately	immediately	RB
20214	52	6	arises	arise	VBZ
20214	52	7	,	,	,
20214	52	8	why	why	WRB
20214	52	9	did	do	VBD
20214	52	10	we	-PRON-	PRP
20214	52	11	call	call	VB
20214	52	12	the	the	DT
20214	52	13	result	result	NN
20214	52	14	15.6	15.6	CD
20214	52	15	and	and	CC
20214	52	16	not	not	RB
20214	52	17	1.56	1.56	CD
20214	52	18	?	?	.
20214	53	1	The	the	DT
20214	53	2	answer	answer	NN
20214	53	3	is	be	VBZ
20214	53	4	that	that	IN
20214	53	5	the	the	DT
20214	53	6	slide	slide	NN
20214	53	7	rule	rule	NN
20214	53	8	takes	take	VBZ
20214	53	9	no	no	DT
20214	53	10	account	account	NN
20214	53	11	of	of	IN
20214	53	12	decimal	decimal	JJ
20214	53	13	points	point	NNS
20214	53	14	.	.	.
20214	54	1	Thus	thus	RB
20214	54	2	,	,	,
20214	54	3	the	the	DT
20214	54	4	settings	setting	NNS
20214	54	5	would	would	MD
20214	54	6	be	be	VB
20214	54	7	identical	identical	JJ
20214	54	8	for	for	IN
20214	54	9	all	all	DT
20214	54	10	of	of	IN
20214	54	11	the	the	DT
20214	54	12	following	follow	VBG
20214	54	13	products	product	NNS
20214	54	14	:	:	:
20214	54	15	Example	example	NN
20214	54	16	3	3	CD
20214	54	17	:	:	:
20214	54	18	a--	a--	CD
20214	54	19	2.12	2.12	CD
20214	54	20	*	*	NFP
20214	54	21	7.35	7.35	CD
20214	54	22	=	=	SYM
20214	54	23	15.6	15.6	CD
20214	54	24	b--	b--	NN
20214	54	25	21.2	21.2	CD
20214	54	26	*	*	NFP
20214	54	27	7.35	7.35	CD
20214	54	28	=	=	SYM
20214	54	29	156.0	156.0	CD
20214	54	30	c--	c--	VBN
20214	54	31	212	212	CD
20214	54	32	*	*	NFP
20214	54	33	73.5	73.5	CD
20214	54	34	=	=	SYM
20214	54	35	15600	15600	CD
20214	54	36	.	.	.
20214	54	37	d--	d--	NNP
20214	54	38	2.12	2.12	CD
20214	54	39	*	*	NFP
20214	54	40	.0735	.0735	.
20214	54	41	=	=	NFP
20214	54	42	.156	.156	CD
20214	54	43	e--	e--	XX
20214	54	44	.00212	.00212	.
20214	54	45	*	*	NFP
20214	54	46	735	735	CD
20214	54	47	=	=	NFP
20214	54	48	.0156	.0156	.
20214	54	49	The	the	DT
20214	54	50	most	most	RBS
20214	54	51	convenient	convenient	JJ
20214	54	52	way	way	NN
20214	54	53	to	to	TO
20214	54	54	locate	locate	VB
20214	54	55	the	the	DT
20214	54	56	decimal	decimal	JJ
20214	54	57	point	point	NN
20214	54	58	is	be	VBZ
20214	54	59	to	to	TO
20214	54	60	make	make	VB
20214	54	61	a	a	DT
20214	54	62	mental	mental	JJ
20214	54	63	multiplication	multiplication	NN
20214	54	64	using	use	VBG
20214	54	65	only	only	RB
20214	54	66	the	the	DT
20214	54	67	first	first	JJ
20214	54	68	digits	digit	NNS
20214	54	69	in	in	IN
20214	54	70	the	the	DT
20214	54	71	given	give	VBN
20214	54	72	factors	factor	NNS
20214	54	73	.	.	.
20214	55	1	Then	then	RB
20214	55	2	place	place	VB
20214	55	3	the	the	DT
20214	55	4	decimal	decimal	JJ
20214	55	5	point	point	NN
20214	55	6	in	in	IN
20214	55	7	the	the	DT
20214	55	8	slide	slide	NN
20214	55	9	rule	rule	NN
20214	55	10	result	result	VBP
20214	55	11	so	so	IN
20214	55	12	that	that	IN
20214	55	13	its	-PRON-	PRP$
20214	55	14	value	value	NN
20214	55	15	is	be	VBZ
20214	55	16	nearest	nearest	JJ
20214	55	17	that	that	DT
20214	55	18	of	of	IN
20214	55	19	the	the	DT
20214	55	20	mental	mental	JJ
20214	55	21	multiplication	multiplication	NN
20214	55	22	.	.	.
20214	56	1	Thus	thus	RB
20214	56	2	,	,	,
20214	56	3	in	in	IN
20214	56	4	example	example	NN
20214	56	5	3a	3a	NN
20214	56	6	above	above	RB
20214	56	7	,	,	,
20214	56	8	we	-PRON-	PRP
20214	56	9	can	can	MD
20214	56	10	multiply	multiply	VB
20214	56	11	2	2	CD
20214	56	12	by	by	IN
20214	56	13	7	7	CD
20214	56	14	in	in	IN
20214	56	15	our	-PRON-	PRP$
20214	56	16	heads	head	NNS
20214	56	17	and	and	CC
20214	56	18	see	see	VB
20214	56	19	immediately	immediately	RB
20214	56	20	that	that	IN
20214	56	21	the	the	DT
20214	56	22	decimal	decimal	JJ
20214	56	23	point	point	NN
20214	56	24	must	must	MD
20214	56	25	be	be	VB
20214	56	26	placed	place	VBN
20214	56	27	in	in	IN
20214	56	28	the	the	DT
20214	56	29	slide	slide	NN
20214	56	30	rule	rule	NN
20214	56	31	result	result	VBP
20214	56	32	156	156	CD
20214	56	33	so	so	IN
20214	56	34	that	that	IN
20214	56	35	it	-PRON-	PRP
20214	56	36	becomes	become	VBZ
20214	56	37	15.6	15.6	CD
20214	56	38	which	which	WDT
20214	56	39	is	be	VBZ
20214	56	40	nearest	near	JJS
20214	56	41	to	to	TO
20214	56	42	14	14	CD
20214	56	43	.	.	.
20214	57	1	In	in	IN
20214	57	2	example	example	NN
20214	57	3	3b	3b	NN
20214	57	4	(	(	-LRB-
20214	57	5	20	20	CD
20214	57	6	*	*	SYM
20214	57	7	7	7	CD
20214	57	8	=	=	SYM
20214	57	9	140	140	CD
20214	57	10	)	)	-RRB-
20214	57	11	,	,	,
20214	57	12	so	so	IN
20214	57	13	we	-PRON-	PRP
20214	57	14	must	must	MD
20214	57	15	place	place	VB
20214	57	16	the	the	DT
20214	57	17	decimal	decimal	JJ
20214	57	18	point	point	NN
20214	57	19	to	to	TO
20214	57	20	give	give	VB
20214	57	21	156	156	CD
20214	57	22	.	.	.
20214	58	1	The	the	DT
20214	58	2	reader	reader	NN
20214	58	3	can	can	MD
20214	58	4	readily	readily	RB
20214	58	5	verify	verify	VB
20214	58	6	the	the	DT
20214	58	7	other	other	JJ
20214	58	8	examples	example	NNS
20214	58	9	in	in	IN
20214	58	10	the	the	DT
20214	58	11	same	same	JJ
20214	58	12	way	way	NN
20214	58	13	.	.	.
20214	59	1	Since	since	IN
20214	59	2	the	the	DT
20214	59	3	product	product	NN
20214	59	4	of	of	IN
20214	59	5	a	a	DT
20214	59	6	number	number	NN
20214	59	7	by	by	IN
20214	59	8	a	a	DT
20214	59	9	second	second	JJ
20214	59	10	number	number	NN
20214	59	11	is	be	VBZ
20214	59	12	the	the	DT
20214	59	13	same	same	JJ
20214	59	14	as	as	IN
20214	59	15	the	the	DT
20214	59	16	product	product	NN
20214	59	17	of	of	IN
20214	59	18	the	the	DT
20214	59	19	second	second	JJ
20214	59	20	by	by	IN
20214	59	21	the	the	DT
20214	59	22	first	first	JJ
20214	59	23	,	,	,
20214	59	24	it	-PRON-	PRP
20214	59	25	makes	make	VBZ
20214	59	26	no	no	DT
20214	59	27	difference	difference	NN
20214	59	28	which	which	WDT
20214	59	29	of	of	IN
20214	59	30	the	the	DT
20214	59	31	two	two	CD
20214	59	32	numbers	number	NNS
20214	59	33	is	be	VBZ
20214	59	34	set	set	VBN
20214	59	35	first	first	RB
20214	59	36	on	on	IN
20214	59	37	the	the	DT
20214	59	38	slide	slide	NN
20214	59	39	rule	rule	NN
20214	59	40	.	.	.
20214	60	1	Thus	thus	RB
20214	60	2	,	,	,
20214	60	3	an	an	DT
20214	60	4	alternative	alternative	JJ
20214	60	5	way	way	NN
20214	60	6	of	of	IN
20214	60	7	working	work	VBG
20214	60	8	example	example	NN
20214	60	9	2	2	CD
20214	60	10	would	would	MD
20214	60	11	be	be	VB
20214	60	12	to	to	TO
20214	60	13	set	set	VB
20214	60	14	the	the	DT
20214	60	15	left	left	JJ
20214	60	16	-	-	HYPH
20214	60	17	hand	hand	NN
20214	60	18	index	index	NN
20214	60	19	of	of	IN
20214	60	20	the	the	DT
20214	60	21	C	C	NNP
20214	60	22	scale	scale	NN
20214	60	23	over	over	IN
20214	60	24	3.16	3.16	CD
20214	60	25	on	on	IN
20214	60	26	the	the	DT
20214	60	27	D	d	JJ
20214	60	28	scale	scale	NN
20214	60	29	and	and	CC
20214	60	30	move	move	VB
20214	60	31	the	the	DT
20214	60	32	runner	runner	NN
20214	60	33	to	to	IN
20214	60	34	2.12	2.12	CD
20214	60	35	on	on	IN
20214	60	36	the	the	DT
20214	60	37	C	C	NNP
20214	60	38	scale	scale	NN
20214	60	39	and	and	CC
20214	60	40	read	read	VB
20214	60	41	the	the	DT
20214	60	42	answer	answer	NN
20214	60	43	under	under	IN
20214	60	44	the	the	DT
20214	60	45	hair	hair	NN
20214	60	46	-	-	HYPH
20214	60	47	line	line	NN
20214	60	48	on	on	IN
20214	60	49	the	the	DT
20214	60	50	D	d	JJ
20214	60	51	scale	scale	NN
20214	60	52	.	.	.
20214	61	1	The	the	DT
20214	61	2	A	a	NN
20214	61	3	and	and	CC
20214	61	4	B	b	NN
20214	61	5	scales	scale	NNS
20214	61	6	are	be	VBP
20214	61	7	made	make	VBN
20214	61	8	up	up	RP
20214	61	9	of	of	IN
20214	61	10	two	two	CD
20214	61	11	identical	identical	JJ
20214	61	12	halves	half	NNS
20214	61	13	each	each	DT
20214	61	14	of	of	IN
20214	61	15	which	which	WDT
20214	61	16	is	be	VBZ
20214	61	17	very	very	RB
20214	61	18	similar	similar	JJ
20214	61	19	to	to	IN
20214	61	20	the	the	DT
20214	61	21	C	C	NNP
20214	61	22	and	and	CC
20214	61	23	D	D	NNP
20214	61	24	scales	scale	NNS
20214	61	25	.	.	.
20214	62	1	Multiplication	Multiplication	NNP
20214	62	2	can	can	MD
20214	62	3	also	also	RB
20214	62	4	be	be	VB
20214	62	5	carried	carry	VBN
20214	62	6	out	out	RP
20214	62	7	on	on	IN
20214	62	8	either	either	CC
20214	62	9	half	half	NN
20214	62	10	of	of	IN
20214	62	11	the	the	DT
20214	62	12	A	a	NN
20214	62	13	and	and	CC
20214	62	14	B	b	NN
20214	62	15	scales	scale	VBZ
20214	62	16	exactly	exactly	RB
20214	62	17	as	as	IN
20214	62	18	it	-PRON-	PRP
20214	62	19	is	be	VBZ
20214	62	20	done	do	VBN
20214	62	21	on	on	IN
20214	62	22	the	the	DT
20214	62	23	C	c	NN
20214	62	24	and	and	CC
20214	62	25	D	D	NNP
20214	62	26	scales	scale	NNS
20214	62	27	.	.	.
20214	63	1	However	however	RB
20214	63	2	,	,	,
20214	63	3	since	since	IN
20214	63	4	the	the	DT
20214	63	5	A	a	NN
20214	63	6	and	and	CC
20214	63	7	B	b	NN
20214	63	8	scales	scale	NNS
20214	63	9	are	be	VBP
20214	63	10	only	only	RB
20214	63	11	half	half	RB
20214	63	12	as	as	RB
20214	63	13	long	long	RB
20214	63	14	as	as	IN
20214	63	15	the	the	DT
20214	63	16	C	C	NNP
20214	63	17	and	and	CC
20214	63	18	D	D	NNP
20214	63	19	scales	scale	NNS
20214	63	20	,	,	,
20214	63	21	the	the	DT
20214	63	22	accuracy	accuracy	NN
20214	63	23	is	be	VBZ
20214	63	24	not	not	RB
20214	63	25	as	as	RB
20214	63	26	good	good	JJ
20214	63	27	.	.	.
20214	64	1	It	-PRON-	PRP
20214	64	2	is	be	VBZ
20214	64	3	sometimes	sometimes	RB
20214	64	4	convenient	convenient	JJ
20214	64	5	to	to	TO
20214	64	6	multiply	multiply	VB
20214	64	7	on	on	IN
20214	64	8	the	the	DT
20214	64	9	A	a	NN
20214	64	10	and	and	CC
20214	64	11	B	B	NNP
20214	64	12	scales	scale	NNS
20214	64	13	in	in	IN
20214	64	14	more	more	RBR
20214	64	15	complicated	complicated	JJ
20214	64	16	problems	problem	NNS
20214	64	17	as	as	IN
20214	64	18	we	-PRON-	PRP
20214	64	19	shall	shall	MD
20214	64	20	see	see	VB
20214	64	21	later	later	RB
20214	64	22	on	on	RB
20214	64	23	.	.	.
20214	65	1	A	a	DT
20214	65	2	group	group	NN
20214	65	3	of	of	IN
20214	65	4	examples	example	NNS
20214	65	5	follow	follow	VBP
20214	65	6	which	which	WDT
20214	65	7	cover	cover	VBP
20214	65	8	all	all	PDT
20214	65	9	the	the	DT
20214	65	10	possible	possible	JJ
20214	65	11	combination	combination	NN
20214	65	12	of	of	IN
20214	65	13	settings	setting	NNS
20214	65	14	which	which	WDT
20214	65	15	can	can	MD
20214	65	16	arise	arise	VB
20214	65	17	in	in	IN
20214	65	18	the	the	DT
20214	65	19	multiplication	multiplication	NN
20214	65	20	of	of	IN
20214	65	21	two	two	CD
20214	65	22	numbers	number	NNS
20214	65	23	.	.	.
20214	66	1	Example	example	NN
20214	66	2	4	4	CD
20214	66	3	:	:	SYM
20214	66	4	20	20	CD
20214	66	5	*	*	NFP
20214	66	6	3	3	CD
20214	66	7	=	=	SYM
20214	66	8	60	60	CD
20214	66	9	5	5	CD
20214	66	10	:	:	SYM
20214	66	11	85	85	CD
20214	66	12	*	*	SYM
20214	66	13	2	2	CD
20214	66	14	=	=	SYM
20214	66	15	170	170	CD
20214	66	16	6	6	CD
20214	66	17	:	:	:
20214	66	18	45	45	CD
20214	66	19	*	*	CD
20214	66	20	35	35	CD
20214	66	21	=	=	SYM
20214	66	22	1575	1575	CD
20214	66	23	7	7	CD
20214	66	24	:	:	SYM
20214	66	25	151	151	CD
20214	66	26	*	*	NFP
20214	66	27	42	42	CD
20214	66	28	=	=	SYM
20214	66	29	6342	6342	CD
20214	66	30	8	8	CD
20214	66	31	:	:	:
20214	66	32	6.5	6.5	CD
20214	66	33	*	*	SYM
20214	66	34	15	15	CD
20214	66	35	=	=	SYM
20214	66	36	97.5	97.5	CD
20214	66	37	9	9	CD
20214	66	38	:	:	SYM
20214	66	39	.34	.34	NFP
20214	66	40	*	*	NFP
20214	66	41	.08	.08	NFP
20214	66	42	=	=	SYM
20214	66	43	.0272	.0272	.
20214	66	44	10	10	CD
20214	66	45	:	:	:
20214	66	46	75	75	CD
20214	66	47	*	*	NFP
20214	66	48	26	26	CD
20214	66	49	=	=	SYM
20214	66	50	1950	1950	CD
20214	66	51	11	11	CD
20214	66	52	:	:	:
20214	66	53	.00054	.00054	.
20214	66	54	*	*	NFP
20214	66	55	1.4	1.4	CD
20214	66	56	=	=	SYM
20214	66	57	.000756	.000756	.
20214	66	58	12	12	CD
20214	66	59	:	:	SYM
20214	66	60	11.1	11.1	CD
20214	66	61	*	*	SYM
20214	66	62	2.7	2.7	CD
20214	66	63	=	=	SYM
20214	66	64	29.97	29.97	CD
20214	66	65	13	13	CD
20214	66	66	:	:	SYM
20214	66	67	1.01	1.01	CD
20214	66	68	*	*	NFP
20214	66	69	54	54	CD
20214	66	70	=	=	SYM
20214	66	71	54.5	54.5	CD
20214	66	72	14	14	CD
20214	66	73	:	:	:
20214	66	74	3.14	3.14	CD
20214	66	75	*	*	NFP
20214	66	76	25	25	CD
20214	66	77	=	=	SYM
20214	66	78	78.5	78.5	CD
20214	66	79	DIVISION	DIVISION	NNP
20214	66	80	Since	since	IN
20214	66	81	multiplication	multiplication	NN
20214	66	82	and	and	CC
20214	66	83	division	division	NN
20214	66	84	are	be	VBP
20214	66	85	inverse	inverse	NN
20214	66	86	processes	process	NNS
20214	66	87	,	,	,
20214	66	88	division	division	NN
20214	66	89	on	on	IN
20214	66	90	a	a	DT
20214	66	91	slide	slide	NN
20214	66	92	rule	rule	NN
20214	66	93	is	be	VBZ
20214	66	94	done	do	VBN
20214	66	95	by	by	IN
20214	66	96	making	make	VBG
20214	66	97	the	the	DT
20214	66	98	same	same	JJ
20214	66	99	settings	setting	NNS
20214	66	100	as	as	IN
20214	66	101	for	for	IN
20214	66	102	multiplication	multiplication	NN
20214	66	103	,	,	,
20214	66	104	but	but	CC
20214	66	105	in	in	IN
20214	66	106	reverse	reverse	JJ
20214	66	107	order	order	NN
20214	66	108	.	.	.
20214	67	1	Suppose	suppose	VB
20214	67	2	we	-PRON-	PRP
20214	67	3	have	have	VBP
20214	67	4	the	the	DT
20214	67	5	example	example	NN
20214	67	6	:	:	:
20214	67	7	Example	example	NN
20214	67	8	15	15	CD
20214	67	9	:	:	:
20214	67	10	(	(	-LRB-
20214	67	11	6.70	6.70	CD
20214	67	12	/	/	SYM
20214	67	13	2.12	2.12	CD
20214	67	14	)	)	-RRB-
20214	67	15	=	=	SYM
20214	67	16	3.16	3.16	CD
20214	67	17	Set	set	NN
20214	67	18	indicator	indicator	NN
20214	67	19	over	over	IN
20214	67	20	the	the	DT
20214	67	21	dividend	dividend	NN
20214	67	22	6.70	6.70	CD
20214	67	23	on	on	IN
20214	67	24	the	the	DT
20214	67	25	D	d	JJ
20214	67	26	scale	scale	NN
20214	67	27	.	.	.
20214	68	1	Move	move	VB
20214	68	2	the	the	DT
20214	68	3	slider	slider	NN
20214	68	4	until	until	IN
20214	68	5	the	the	DT
20214	68	6	divisor	divisor	JJ
20214	68	7	2.12	2.12	CD
20214	68	8	on	on	IN
20214	68	9	the	the	DT
20214	68	10	C	C	NNP
20214	68	11	scale	scale	NN
20214	68	12	is	be	VBZ
20214	68	13	under	under	IN
20214	68	14	the	the	DT
20214	68	15	hair	hair	NN
20214	68	16	-	-	HYPH
20214	68	17	line	line	NN
20214	68	18	.	.	.
20214	69	1	Then	then	RB
20214	69	2	read	read	VB
20214	69	3	the	the	DT
20214	69	4	result	result	NN
20214	69	5	on	on	IN
20214	69	6	the	the	DT
20214	69	7	D	d	JJ
20214	69	8	scale	scale	NN
20214	69	9	under	under	IN
20214	69	10	the	the	DT
20214	69	11	left	left	JJ
20214	69	12	-	-	HYPH
20214	69	13	hand	hand	NN
20214	69	14	index	index	NN
20214	69	15	of	of	IN
20214	69	16	the	the	DT
20214	69	17	C	C	NNP
20214	69	18	scale	scale	NN
20214	69	19	.	.	.
20214	70	1	As	as	IN
20214	70	2	in	in	IN
20214	70	3	multiplication	multiplication	NN
20214	70	4	,	,	,
20214	70	5	the	the	DT
20214	70	6	decimal	decimal	JJ
20214	70	7	point	point	NN
20214	70	8	must	must	MD
20214	70	9	be	be	VB
20214	70	10	placed	place	VBN
20214	70	11	by	by	IN
20214	70	12	a	a	DT
20214	70	13	separate	separate	JJ
20214	70	14	process	process	NN
20214	70	15	.	.	.
20214	71	1	Make	make	VB
20214	71	2	all	all	PDT
20214	71	3	the	the	DT
20214	71	4	digits	digit	NNS
20214	71	5	except	except	IN
20214	71	6	the	the	DT
20214	71	7	first	first	JJ
20214	71	8	in	in	IN
20214	71	9	both	both	DT
20214	71	10	dividend	dividend	NN
20214	71	11	and	and	CC
20214	71	12	divisor	divisor	NN
20214	71	13	equal	equal	JJ
20214	71	14	zero	zero	CD
20214	71	15	and	and	CC
20214	71	16	mentally	mentally	RB
20214	71	17	divide	divide	VBP
20214	71	18	the	the	DT
20214	71	19	resulting	result	VBG
20214	71	20	numbers	number	NNS
20214	71	21	.	.	.
20214	72	1	Place	place	VB
20214	72	2	the	the	DT
20214	72	3	decimal	decimal	JJ
20214	72	4	point	point	NN
20214	72	5	in	in	IN
20214	72	6	the	the	DT
20214	72	7	slide	slide	NN
20214	72	8	rule	rule	NN
20214	72	9	result	result	VBP
20214	72	10	so	so	IN
20214	72	11	that	that	IN
20214	72	12	it	-PRON-	PRP
20214	72	13	is	be	VBZ
20214	72	14	nearest	near	JJS
20214	72	15	to	to	IN
20214	72	16	the	the	DT
20214	72	17	mental	mental	JJ
20214	72	18	result	result	NN
20214	72	19	.	.	.
20214	73	1	In	in	IN
20214	73	2	example	example	NN
20214	73	3	15	15	CD
20214	73	4	,	,	,
20214	73	5	we	-PRON-	PRP
20214	73	6	mentally	mentally	RB
20214	73	7	divide	divide	VBP
20214	73	8	6	6	CD
20214	73	9	by	by	IN
20214	73	10	2	2	CD
20214	73	11	.	.	.
20214	74	1	Then	then	RB
20214	74	2	we	-PRON-	PRP
20214	74	3	place	place	VBP
20214	74	4	the	the	DT
20214	74	5	decimal	decimal	JJ
20214	74	6	point	point	NN
20214	74	7	in	in	IN
20214	74	8	the	the	DT
20214	74	9	slide	slide	NN
20214	74	10	rule	rule	NN
20214	74	11	result	result	VBP
20214	74	12	316	316	CD
20214	74	13	so	so	IN
20214	74	14	that	that	IN
20214	74	15	it	-PRON-	PRP
20214	74	16	is	be	VBZ
20214	74	17	3.16	3.16	CD
20214	74	18	which	which	WDT
20214	74	19	is	be	VBZ
20214	74	20	nearest	near	JJS
20214	74	21	to	to	IN
20214	74	22	3	3	CD
20214	74	23	.	.	.
20214	75	1	A	a	DT
20214	75	2	group	group	NN
20214	75	3	of	of	IN
20214	75	4	examples	example	NNS
20214	75	5	for	for	IN
20214	75	6	practice	practice	NN
20214	75	7	in	in	IN
20214	75	8	division	division	NN
20214	75	9	follow	follow	NN
20214	75	10	:	:	:
20214	75	11	Example	example	NN
20214	75	12	16	16	CD
20214	75	13	:	:	:
20214	75	14	34	34	CD
20214	75	15	/	/	SYM
20214	75	16	2	2	CD
20214	75	17	=	=	SYM
20214	75	18	17	17	CD
20214	75	19	17	17	CD
20214	75	20	:	:	SYM
20214	75	21	49	49	CD
20214	75	22	/	/	SYM
20214	75	23	7	7	CD
20214	75	24	=	=	SYM
20214	75	25	7	7	CD
20214	75	26	18	18	CD
20214	75	27	:	:	SYM
20214	75	28	132	132	CD
20214	75	29	/	/	SYM
20214	75	30	12	12	CD
20214	75	31	=	=	SYM
20214	75	32	11	11	CD
20214	75	33	19	19	CD
20214	75	34	:	:	:
20214	75	35	480	480	CD
20214	75	36	/	/	SYM
20214	75	37	16	16	CD
20214	75	38	=	=	SYM
20214	75	39	30	30	CD
20214	75	40	20	20	CD
20214	75	41	:	:	SYM
20214	75	42	1.05	1.05	CD
20214	75	43	/	/	SYM
20214	75	44	35	35	CD
20214	75	45	=	=	SYM
20214	75	46	.03	.03	CD
20214	75	47	21	21	CD
20214	75	48	:	:	SYM
20214	75	49	4.32	4.32	CD
20214	75	50	/	/	SYM
20214	75	51	12	12	CD
20214	75	52	=	=	SYM
20214	75	53	.36	.36	CD
20214	75	54	22	22	CD
20214	75	55	:	:	:
20214	75	56	5.23	5.23	CD
20214	75	57	/	/	SYM
20214	75	58	6.15	6.15	CD
20214	75	59	=	=	SYM
20214	75	60	.85	.85	CD
20214	75	61	23	23	CD
20214	75	62	:	:	SYM
20214	75	63	17.1	17.1	CD
20214	75	64	/	/	SYM
20214	75	65	4.5	4.5	CD
20214	75	66	=	=	SYM
20214	75	67	3.8	3.8	CD
20214	75	68	24	24	CD
20214	75	69	:	:	SYM
20214	75	70	1895	1895	CD
20214	75	71	/	/	SYM
20214	75	72	6.06	6.06	CD
20214	75	73	=	=	SYM
20214	75	74	313	313	CD
20214	75	75	25	25	CD
20214	75	76	:	:	:
20214	75	77	45	45	CD
20214	75	78	/	/	SYM
20214	75	79	.017	.017	CD
20214	75	80	=	=	SYM
20214	75	81	2647	2647	CD
20214	75	82	THE	the	DT
20214	75	83	CI	CI	NNP
20214	75	84	SCALE	SCALE	NNP
20214	75	85	If	if	IN
20214	75	86	we	-PRON-	PRP
20214	75	87	divide	divide	VBP
20214	75	88	one	one	CD
20214	75	89	(	(	-LRB-
20214	75	90	1	1	CD
20214	75	91	)	)	-RRB-
20214	75	92	by	by	IN
20214	75	93	any	any	DT
20214	75	94	number	number	NN
20214	75	95	the	the	DT
20214	75	96	answer	answer	NN
20214	75	97	is	be	VBZ
20214	75	98	called	call	VBN
20214	75	99	the	the	DT
20214	75	100	reciprocal	reciprocal	NN
20214	75	101	of	of	IN
20214	75	102	the	the	DT
20214	75	103	number	number	NN
20214	75	104	.	.	.
20214	76	1	Thus	thus	RB
20214	76	2	,	,	,
20214	76	3	one	one	CD
20214	76	4	-	-	HYPH
20214	76	5	half	half	NN
20214	76	6	is	be	VBZ
20214	76	7	the	the	DT
20214	76	8	reciprocal	reciprocal	JJ
20214	76	9	of	of	IN
20214	76	10	two	two	CD
20214	76	11	,	,	,
20214	76	12	one	one	CD
20214	76	13	-	-	HYPH
20214	76	14	quarter	quarter	NN
20214	76	15	is	be	VBZ
20214	76	16	the	the	DT
20214	76	17	reciprocal	reciprocal	NNP
20214	76	18	of	of	IN
20214	76	19	four	four	CD
20214	76	20	.	.	.
20214	77	1	If	if	IN
20214	77	2	we	-PRON-	PRP
20214	77	3	take	take	VBP
20214	77	4	any	any	DT
20214	77	5	number	number	NN
20214	77	6	,	,	,
20214	77	7	say	say	VB
20214	77	8	14	14	CD
20214	77	9	,	,	,
20214	77	10	and	and	CC
20214	77	11	multiply	multiply	VB
20214	77	12	it	-PRON-	PRP
20214	77	13	by	by	IN
20214	77	14	the	the	DT
20214	77	15	reciprocal	reciprocal	NN
20214	77	16	of	of	IN
20214	77	17	another	another	DT
20214	77	18	number	number	NN
20214	77	19	,	,	,
20214	77	20	say	say	VB
20214	77	21	2	2	CD
20214	77	22	,	,	,
20214	77	23	we	-PRON-	PRP
20214	77	24	get	get	VBP
20214	77	25	:	:	:
20214	77	26	Example	example	NN
20214	77	27	26	26	CD
20214	77	28	:	:	:
20214	77	29	14	14	CD
20214	77	30	*	*	NFP
20214	77	31	(	(	-LRB-
20214	77	32	1/2	1/2	CD
20214	77	33	)	)	-RRB-
20214	77	34	=	=	SYM
20214	77	35	7	7	CD
20214	77	36	which	which	WDT
20214	77	37	is	be	VBZ
20214	77	38	the	the	DT
20214	77	39	same	same	JJ
20214	77	40	as	as	IN
20214	77	41	14	14	CD
20214	77	42	divided	divide	VBN
20214	77	43	by	by	IN
20214	77	44	two	two	CD
20214	77	45	.	.	.
20214	78	1	This	this	DT
20214	78	2	process	process	NN
20214	78	3	can	can	MD
20214	78	4	be	be	VB
20214	78	5	carried	carry	VBN
20214	78	6	out	out	RP
20214	78	7	directly	directly	RB
20214	78	8	on	on	IN
20214	78	9	the	the	DT
20214	78	10	slide	slide	NN
20214	78	11	rule	rule	NN
20214	78	12	by	by	IN
20214	78	13	use	use	NN
20214	78	14	of	of	IN
20214	78	15	the	the	DT
20214	78	16	CI	CI	NNP
20214	78	17	scale	scale	NN
20214	78	18	.	.	.
20214	79	1	Numbers	number	NNS
20214	79	2	on	on	IN
20214	79	3	the	the	DT
20214	79	4	CI	CI	NNP
20214	79	5	scale	scale	NN
20214	79	6	are	be	VBP
20214	79	7	reciprocals	reciprocal	NNS
20214	79	8	of	of	IN
20214	79	9	those	those	DT
20214	79	10	on	on	IN
20214	79	11	the	the	DT
20214	79	12	C	C	NNP
20214	79	13	scale	scale	NN
20214	79	14	.	.	.
20214	80	1	Thus	thus	RB
20214	80	2	we	-PRON-	PRP
20214	80	3	see	see	VBP
20214	80	4	that	that	IN
20214	80	5	2	2	CD
20214	80	6	on	on	IN
20214	80	7	the	the	DT
20214	80	8	CI	CI	NNP
20214	80	9	scale	scale	NN
20214	80	10	comes	come	VBZ
20214	80	11	directly	directly	RB
20214	80	12	over	over	IN
20214	80	13	0.5	0.5	CD
20214	80	14	or	or	CC
20214	80	15	1/2	1/2	CD
20214	80	16	on	on	IN
20214	80	17	the	the	DT
20214	80	18	C	C	NNP
20214	80	19	scale	scale	NN
20214	80	20	.	.	.
20214	81	1	Similarly	similarly	RB
20214	81	2	4	4	CD
20214	81	3	on	on	IN
20214	81	4	the	the	DT
20214	81	5	CI	CI	NNP
20214	81	6	scale	scale	NN
20214	81	7	comes	come	VBZ
20214	81	8	over	over	IN
20214	81	9	0.25	0.25	CD
20214	81	10	or	or	CC
20214	81	11	1/4	1/4	CD
20214	81	12	on	on	IN
20214	81	13	the	the	DT
20214	81	14	C	C	NNP
20214	81	15	scale	scale	NN
20214	81	16	,	,	,
20214	81	17	and	and	CC
20214	81	18	so	so	RB
20214	81	19	on	on	RB
20214	81	20	.	.	.
20214	82	1	To	to	TO
20214	82	2	do	do	VB
20214	82	3	example	example	NN
20214	82	4	26	26	CD
20214	82	5	by	by	IN
20214	82	6	use	use	NN
20214	82	7	of	of	IN
20214	82	8	the	the	DT
20214	82	9	CI	CI	NNP
20214	82	10	scale	scale	NN
20214	82	11	,	,	,
20214	82	12	proceed	proceed	VBP
20214	82	13	exactly	exactly	RB
20214	82	14	as	as	IN
20214	82	15	if	if	IN
20214	82	16	you	-PRON-	PRP
20214	82	17	were	be	VBD
20214	82	18	going	go	VBG
20214	82	19	to	to	TO
20214	82	20	multiply	multiply	VB
20214	82	21	in	in	IN
20214	82	22	the	the	DT
20214	82	23	usual	usual	JJ
20214	82	24	manner	manner	NN
20214	82	25	except	except	IN
20214	82	26	that	that	IN
20214	82	27	you	-PRON-	PRP
20214	82	28	use	use	VBP
20214	82	29	the	the	DT
20214	82	30	CI	CI	NNP
20214	82	31	scale	scale	NN
20214	82	32	instead	instead	RB
20214	82	33	of	of	IN
20214	82	34	the	the	DT
20214	82	35	C	C	NNP
20214	82	36	scale	scale	NN
20214	82	37	.	.	.
20214	83	1	First	first	RB
20214	83	2	set	set	VB
20214	83	3	the	the	DT
20214	83	4	left	left	JJ
20214	83	5	-	-	HYPH
20214	83	6	hand	hand	NN
20214	83	7	index	index	NN
20214	83	8	of	of	IN
20214	83	9	the	the	DT
20214	83	10	C	C	NNP
20214	83	11	scale	scale	NN
20214	83	12	over	over	IN
20214	83	13	14	14	CD
20214	83	14	on	on	IN
20214	83	15	the	the	DT
20214	83	16	D	d	JJ
20214	83	17	scale	scale	NN
20214	83	18	.	.	.
20214	84	1	Then	then	RB
20214	84	2	move	move	VB
20214	84	3	the	the	DT
20214	84	4	indicator	indicator	NN
20214	84	5	to	to	IN
20214	84	6	2	2	CD
20214	84	7	on	on	IN
20214	84	8	the	the	DT
20214	84	9	CI	CI	NNP
20214	84	10	scale	scale	NN
20214	84	11	.	.	.
20214	85	1	Read	read	VB
20214	85	2	the	the	DT
20214	85	3	result	result	NN
20214	85	4	,	,	,
20214	85	5	7	7	CD
20214	85	6	,	,	,
20214	85	7	on	on	IN
20214	85	8	the	the	DT
20214	85	9	D	d	JJ
20214	85	10	scale	scale	NN
20214	85	11	under	under	IN
20214	85	12	the	the	DT
20214	85	13	hair	hair	NN
20214	85	14	-	-	HYPH
20214	85	15	line	line	NN
20214	85	16	.	.	.
20214	86	1	This	this	DT
20214	86	2	is	be	VBZ
20214	86	3	really	really	RB
20214	86	4	another	another	DT
20214	86	5	way	way	NN
20214	86	6	of	of	IN
20214	86	7	dividing	divide	VBG
20214	86	8	.	.	.
20214	87	1	THE	the	DT
20214	87	2	READER	READER	NNP
20214	87	3	IS	be	VBZ
20214	87	4	ADVISED	advise	VBN
20214	87	5	TO	to	IN
20214	87	6	WORK	work	NN
20214	87	7	EXAMPLES	examples	NN
20214	87	8	16	16	CD
20214	87	9	TO	to	TO
20214	87	10	25	25	CD
20214	87	11	OVER	OVER	NNS
20214	87	12	AGAIN	again	RB
20214	87	13	BY	by	IN
20214	87	14	USE	use	NN
20214	87	15	OF	of	IN
20214	87	16	THE	the	DT
20214	87	17	CI	CI	NNP
20214	87	18	SCALE	SCALE	NNP
20214	87	19	.	.	.
20214	88	1	SQUARING	SQUARING	NNP
20214	88	2	AND	and	CC
20214	88	3	SQUARE	SQUARE	NNP
20214	88	4	ROOT	ROOT	NNP
20214	88	5	If	if	IN
20214	88	6	we	-PRON-	PRP
20214	88	7	take	take	VBP
20214	88	8	a	a	DT
20214	88	9	number	number	NN
20214	88	10	and	and	CC
20214	88	11	multiply	multiply	VB
20214	88	12	it	-PRON-	PRP
20214	88	13	by	by	IN
20214	88	14	itself	-PRON-	PRP
20214	88	15	we	-PRON-	PRP
20214	88	16	call	call	VBP
20214	88	17	the	the	DT
20214	88	18	result	result	NN
20214	88	19	the	the	DT
20214	88	20	square	square	NN
20214	88	21	of	of	IN
20214	88	22	the	the	DT
20214	88	23	number	number	NN
20214	88	24	.	.	.
20214	89	1	The	the	DT
20214	89	2	process	process	NN
20214	89	3	is	be	VBZ
20214	89	4	called	call	VBN
20214	89	5	squaring	square	VBG
20214	89	6	the	the	DT
20214	89	7	number	number	NN
20214	89	8	.	.	.
20214	90	1	If	if	IN
20214	90	2	we	-PRON-	PRP
20214	90	3	find	find	VBP
20214	90	4	the	the	DT
20214	90	5	number	number	NN
20214	90	6	which	which	WDT
20214	90	7	,	,	,
20214	90	8	when	when	WRB
20214	90	9	multiplied	multiply	VBN
20214	90	10	by	by	IN
20214	90	11	itself	-PRON-	PRP
20214	90	12	is	be	VBZ
20214	90	13	equal	equal	JJ
20214	90	14	to	to	IN
20214	90	15	a	a	DT
20214	90	16	given	give	VBN
20214	90	17	number	number	NN
20214	90	18	,	,	,
20214	90	19	the	the	DT
20214	90	20	former	former	JJ
20214	90	21	number	number	NN
20214	90	22	is	be	VBZ
20214	90	23	called	call	VBN
20214	90	24	the	the	DT
20214	90	25	square	square	JJ
20214	90	26	root	root	NN
20214	90	27	of	of	IN
20214	90	28	the	the	DT
20214	90	29	given	give	VBN
20214	90	30	number	number	NN
20214	90	31	.	.	.
20214	91	1	The	the	DT
20214	91	2	process	process	NN
20214	91	3	is	be	VBZ
20214	91	4	called	call	VBN
20214	91	5	extracting	extract	VBG
20214	91	6	the	the	DT
20214	91	7	square	square	JJ
20214	91	8	root	root	NN
20214	91	9	of	of	IN
20214	91	10	the	the	DT
20214	91	11	number	number	NN
20214	91	12	.	.	.
20214	92	1	Both	both	DT
20214	92	2	these	these	DT
20214	92	3	processes	process	NNS
20214	92	4	may	may	MD
20214	92	5	be	be	VB
20214	92	6	carried	carry	VBN
20214	92	7	out	out	RP
20214	92	8	on	on	IN
20214	92	9	the	the	DT
20214	92	10	A	a	NN
20214	92	11	and	and	CC
20214	92	12	D	d	JJ
20214	92	13	scales	scale	NNS
20214	92	14	of	of	IN
20214	92	15	a	a	DT
20214	92	16	slide	slide	NN
20214	92	17	rule	rule	NN
20214	92	18	.	.	.
20214	93	1	For	for	IN
20214	93	2	example	example	NN
20214	93	3	:	:	:
20214	93	4	Example	example	NN
20214	93	5	27	27	CD
20214	93	6	:	:	SYM
20214	93	7	4	4	CD
20214	93	8	*	*	SYM
20214	93	9	4	4	CD
20214	93	10	=	=	SYM
20214	93	11	square	square	NN
20214	93	12	(	(	-LRB-
20214	93	13	4	4	CD
20214	93	14	)	)	-RRB-
20214	93	15	=	=	SYM
20214	93	16	16	16	CD
20214	93	17	Set	set	NN
20214	93	18	indicator	indicator	NN
20214	93	19	over	over	IN
20214	93	20	4	4	CD
20214	93	21	on	on	IN
20214	93	22	D	d	JJ
20214	93	23	scale	scale	NN
20214	93	24	.	.	.
20214	94	1	Read	read	VB
20214	94	2	16	16	CD
20214	94	3	on	on	IN
20214	94	4	A	a	DT
20214	94	5	scale	scale	NN
20214	94	6	under	under	IN
20214	94	7	hair	hair	NN
20214	94	8	-	-	HYPH
20214	94	9	line	line	NN
20214	94	10	.	.	.
20214	95	1	Example	example	NN
20214	95	2	28	28	CD
20214	95	3	:	:	:
20214	95	4	square	square	NN
20214	95	5	(	(	-LRB-
20214	95	6	25.4	25.4	CD
20214	95	7	)	)	-RRB-
20214	95	8	=	=	NFP
20214	95	9	646.0	646.0	CD
20214	95	10	The	the	DT
20214	95	11	decimal	decimal	JJ
20214	95	12	point	point	NN
20214	95	13	must	must	MD
20214	95	14	be	be	VB
20214	95	15	placed	place	VBN
20214	95	16	by	by	IN
20214	95	17	mental	mental	JJ
20214	95	18	survey	survey	NN
20214	95	19	.	.	.
20214	96	1	We	-PRON-	PRP
20214	96	2	know	know	VBP
20214	96	3	that	that	IN
20214	96	4	square	square	NN
20214	96	5	(	(	-LRB-
20214	96	6	25.4	25.4	CD
20214	96	7	)	)	-RRB-
20214	96	8	must	must	MD
20214	96	9	be	be	VB
20214	96	10	a	a	DT
20214	96	11	little	little	RB
20214	96	12	larger	large	JJR
20214	96	13	than	than	IN
20214	96	14	square	square	NN
20214	96	15	(	(	-LRB-
20214	96	16	25	25	CD
20214	96	17	)	)	-RRB-
20214	96	18	=	=	NFP
20214	96	19	625	625	CD
20214	96	20	so	so	IN
20214	96	21	that	that	IN
20214	96	22	it	-PRON-	PRP
20214	96	23	must	must	MD
20214	96	24	be	be	VB
20214	96	25	646.0	646.0	CD
20214	96	26	.	.	.
20214	97	1	To	to	TO
20214	97	2	extract	extract	VB
20214	97	3	a	a	DT
20214	97	4	square	square	JJ
20214	97	5	root	root	NN
20214	97	6	,	,	,
20214	97	7	we	-PRON-	PRP
20214	97	8	set	set	VBD
20214	97	9	the	the	DT
20214	97	10	indicator	indicator	NN
20214	97	11	over	over	IN
20214	97	12	the	the	DT
20214	97	13	number	number	NN
20214	97	14	on	on	IN
20214	97	15	the	the	DT
20214	97	16	A	a	DT
20214	97	17	scale	scale	NN
20214	97	18	and	and	CC
20214	97	19	read	read	VB
20214	97	20	the	the	DT
20214	97	21	result	result	NN
20214	97	22	under	under	IN
20214	97	23	the	the	DT
20214	97	24	hair	hair	NN
20214	97	25	-	-	HYPH
20214	97	26	line	line	NN
20214	97	27	on	on	IN
20214	97	28	the	the	DT
20214	97	29	D	d	JJ
20214	97	30	scale	scale	NN
20214	97	31	.	.	.
20214	98	1	When	when	WRB
20214	98	2	we	-PRON-	PRP
20214	98	3	examine	examine	VBP
20214	98	4	the	the	DT
20214	98	5	A	a	DT
20214	98	6	scale	scale	NN
20214	98	7	we	-PRON-	PRP
20214	98	8	see	see	VBP
20214	98	9	that	that	IN
20214	98	10	there	there	EX
20214	98	11	are	be	VBP
20214	98	12	two	two	CD
20214	98	13	places	place	NNS
20214	98	14	where	where	WRB
20214	98	15	any	any	DT
20214	98	16	given	give	VBN
20214	98	17	number	number	NN
20214	98	18	may	may	MD
20214	98	19	be	be	VB
20214	98	20	set	set	VBN
20214	98	21	,	,	,
20214	98	22	so	so	IN
20214	98	23	we	-PRON-	PRP
20214	98	24	must	must	MD
20214	98	25	have	have	VB
20214	98	26	some	some	DT
20214	98	27	way	way	NN
20214	98	28	of	of	IN
20214	98	29	deciding	decide	VBG
20214	98	30	in	in	IN
20214	98	31	a	a	DT
20214	98	32	given	give	VBN
20214	98	33	case	case	NN
20214	98	34	which	which	WDT
20214	98	35	half	half	NN
20214	98	36	of	of	IN
20214	98	37	the	the	DT
20214	98	38	A	a	DT
20214	98	39	scale	scale	NN
20214	98	40	to	to	TO
20214	98	41	use	use	VB
20214	98	42	.	.	.
20214	99	1	The	the	DT
20214	99	2	rule	rule	NN
20214	99	3	is	be	VBZ
20214	99	4	as	as	IN
20214	99	5	follows	follow	VBZ
20214	99	6	:	:	:
20214	99	7	(	(	-LRB-
20214	99	8	a	a	LS
20214	99	9	)	)	-RRB-
20214	99	10	If	if	IN
20214	99	11	the	the	DT
20214	99	12	number	number	NN
20214	99	13	is	be	VBZ
20214	99	14	greater	great	JJR
20214	99	15	than	than	IN
20214	99	16	one	one	CD
20214	99	17	.	.	.
20214	100	1	For	for	IN
20214	100	2	an	an	DT
20214	100	3	odd	odd	JJ
20214	100	4	number	number	NN
20214	100	5	of	of	IN
20214	100	6	digits	digit	NNS
20214	100	7	to	to	IN
20214	100	8	the	the	DT
20214	100	9	left	left	NN
20214	100	10	of	of	IN
20214	100	11	the	the	DT
20214	100	12	decimal	decimal	JJ
20214	100	13	point	point	NN
20214	100	14	,	,	,
20214	100	15	use	use	VB
20214	100	16	the	the	DT
20214	100	17	left	left	JJ
20214	100	18	-	-	HYPH
20214	100	19	hand	hand	NN
20214	100	20	half	half	NN
20214	100	21	of	of	IN
20214	100	22	the	the	DT
20214	100	23	A	a	DT
20214	100	24	scale	scale	NN
20214	100	25	.	.	.
20214	101	1	For	for	IN
20214	101	2	an	an	DT
20214	101	3	even	even	JJ
20214	101	4	number	number	NN
20214	101	5	of	of	IN
20214	101	6	digits	digit	NNS
20214	101	7	to	to	IN
20214	101	8	the	the	DT
20214	101	9	left	left	NN
20214	101	10	of	of	IN
20214	101	11	the	the	DT
20214	101	12	decimal	decimal	JJ
20214	101	13	point	point	NN
20214	101	14	,	,	,
20214	101	15	use	use	VB
20214	101	16	the	the	DT
20214	101	17	right	right	JJ
20214	101	18	-	-	HYPH
20214	101	19	hand	hand	NN
20214	101	20	half	half	NN
20214	101	21	of	of	IN
20214	101	22	the	the	DT
20214	101	23	A	a	DT
20214	101	24	scale	scale	NN
20214	101	25	.	.	.
20214	102	1	(	(	-LRB-
20214	102	2	b	b	LS
20214	102	3	)	)	-RRB-
20214	102	4	If	if	IN
20214	102	5	the	the	DT
20214	102	6	number	number	NN
20214	102	7	is	be	VBZ
20214	102	8	less	less	JJR
20214	102	9	than	than	IN
20214	102	10	one	one	CD
20214	102	11	.	.	.
20214	103	1	For	for	IN
20214	103	2	an	an	DT
20214	103	3	odd	odd	JJ
20214	103	4	number	number	NN
20214	103	5	of	of	IN
20214	103	6	zeros	zero	NNS
20214	103	7	to	to	IN
20214	103	8	the	the	DT
20214	103	9	right	right	NN
20214	103	10	of	of	IN
20214	103	11	the	the	DT
20214	103	12	decimal	decimal	JJ
20214	103	13	point	point	NN
20214	103	14	before	before	IN
20214	103	15	the	the	DT
20214	103	16	first	first	JJ
20214	103	17	digit	digit	NN
20214	103	18	not	not	RB
20214	103	19	a	a	DT
20214	103	20	zero	zero	CD
20214	103	21	,	,	,
20214	103	22	use	use	VB
20214	103	23	the	the	DT
20214	103	24	left	left	JJ
20214	103	25	-	-	HYPH
20214	103	26	hand	hand	NN
20214	103	27	half	half	NN
20214	103	28	of	of	IN
20214	103	29	the	the	DT
20214	103	30	A	a	DT
20214	103	31	scale	scale	NN
20214	103	32	.	.	.
20214	104	1	For	for	IN
20214	104	2	none	none	NN
20214	104	3	or	or	CC
20214	104	4	any	any	DT
20214	104	5	even	even	JJ
20214	104	6	number	number	NN
20214	104	7	of	of	IN
20214	104	8	zeros	zero	NNS
20214	104	9	to	to	IN
20214	104	10	the	the	DT
20214	104	11	right	right	NN
20214	104	12	of	of	IN
20214	104	13	the	the	DT
20214	104	14	decimal	decimal	JJ
20214	104	15	point	point	NN
20214	104	16	before	before	IN
20214	104	17	the	the	DT
20214	104	18	first	first	JJ
20214	104	19	digit	digit	NN
20214	104	20	not	not	RB
20214	104	21	a	a	DT
20214	104	22	zero	zero	CD
20214	104	23	,	,	,
20214	104	24	use	use	VB
20214	104	25	the	the	DT
20214	104	26	right	right	JJ
20214	104	27	-	-	HYPH
20214	104	28	hand	hand	NN
20214	104	29	half	half	NN
20214	104	30	of	of	IN
20214	104	31	the	the	DT
20214	104	32	A	a	DT
20214	104	33	scale	scale	NN
20214	104	34	.	.	.
20214	105	1	Example	example	NN
20214	105	2	29	29	CD
20214	105	3	:	:	:
20214	105	4	square_root	square_root	NNP
20214	105	5	(	(	-LRB-
20214	105	6	157	157	CD
20214	105	7	)	)	-RRB-
20214	105	8	=	=	NFP
20214	105	9	12.5	12.5	CD
20214	105	10	Since	since	IN
20214	105	11	we	-PRON-	PRP
20214	105	12	have	have	VBP
20214	105	13	an	an	DT
20214	105	14	odd	odd	JJ
20214	105	15	number	number	NN
20214	105	16	of	of	IN
20214	105	17	digits	digits	JJ
20214	105	18	set	set	VBN
20214	105	19	indicator	indicator	NN
20214	105	20	over	over	IN
20214	105	21	157	157	CD
20214	105	22	on	on	IN
20214	105	23	left	left	JJ
20214	105	24	-	-	HYPH
20214	105	25	hand	hand	NN
20214	105	26	half	half	NN
20214	105	27	of	of	IN
20214	105	28	A	a	DT
20214	105	29	scale	scale	NN
20214	105	30	.	.	.
20214	106	1	Read	read	VB
20214	106	2	12.5	12.5	CD
20214	106	3	on	on	IN
20214	106	4	the	the	DT
20214	106	5	D	d	JJ
20214	106	6	scale	scale	NN
20214	106	7	under	under	IN
20214	106	8	hair	hair	NN
20214	106	9	-	-	HYPH
20214	106	10	line	line	NN
20214	106	11	.	.	.
20214	107	1	To	to	TO
20214	107	2	check	check	VB
20214	107	3	the	the	DT
20214	107	4	decimal	decimal	JJ
20214	107	5	point	point	NN
20214	107	6	think	think	VB
20214	107	7	of	of	IN
20214	107	8	the	the	DT
20214	107	9	perfect	perfect	JJ
20214	107	10	square	square	NN
20214	107	11	nearest	near	JJS
20214	107	12	to	to	IN
20214	107	13	157	157	CD
20214	107	14	.	.	.
20214	108	1	It	-PRON-	PRP
20214	108	2	is	be	VBZ
20214	108	3	12	12	CD
20214	108	4	*	*	SYM
20214	108	5	12	12	CD
20214	108	6	=	=	SYM
20214	108	7	144	144	CD
20214	108	8	,	,	,
20214	108	9	so	so	IN
20214	108	10	that	that	IN
20214	108	11	square_root(157	square_root(157	NNP
20214	108	12	)	)	-RRB-
20214	108	13	must	must	MD
20214	108	14	be	be	VB
20214	108	15	a	a	DT
20214	108	16	little	little	JJ
20214	108	17	more	more	JJR
20214	108	18	than	than	IN
20214	108	19	12	12	CD
20214	108	20	or	or	CC
20214	108	21	12.5	12.5	CD
20214	108	22	.	.	.
20214	109	1	Example	example	NN
20214	109	2	30	30	CD
20214	109	3	:	:	:
20214	109	4	square_root	square_root	NNP
20214	109	5	(	(	-LRB-
20214	109	6	.0037	.0037	NFP
20214	109	7	)	)	-RRB-
20214	109	8	=	=	NFP
20214	109	9	.0608	.0608	.
20214	109	10	In	in	IN
20214	109	11	this	this	DT
20214	109	12	number	number	NN
20214	109	13	we	-PRON-	PRP
20214	109	14	have	have	VBP
20214	109	15	an	an	DT
20214	109	16	even	even	JJ
20214	109	17	number	number	NN
20214	109	18	of	of	IN
20214	109	19	zeros	zero	NNS
20214	109	20	to	to	IN
20214	109	21	the	the	DT
20214	109	22	right	right	NN
20214	109	23	of	of	IN
20214	109	24	the	the	DT
20214	109	25	decimal	decimal	JJ
20214	109	26	point	point	NN
20214	109	27	,	,	,
20214	109	28	so	so	IN
20214	109	29	we	-PRON-	PRP
20214	109	30	must	must	MD
20214	109	31	set	set	VB
20214	109	32	the	the	DT
20214	109	33	indicator	indicator	NN
20214	109	34	over	over	IN
20214	109	35	37	37	CD
20214	109	36	on	on	IN
20214	109	37	the	the	DT
20214	109	38	right	right	JJ
20214	109	39	-	-	HYPH
20214	109	40	hand	hand	NN
20214	109	41	half	half	NN
20214	109	42	of	of	IN
20214	109	43	the	the	DT
20214	109	44	A	a	DT
20214	109	45	scale	scale	NN
20214	109	46	.	.	.
20214	110	1	Read	read	VB
20214	110	2	608	608	CD
20214	110	3	under	under	IN
20214	110	4	the	the	DT
20214	110	5	hair	hair	NN
20214	110	6	-	-	HYPH
20214	110	7	line	line	NN
20214	110	8	on	on	IN
20214	110	9	D	d	JJ
20214	110	10	scale	scale	NN
20214	110	11	.	.	.
20214	111	1	To	to	TO
20214	111	2	place	place	VB
20214	111	3	the	the	DT
20214	111	4	decimal	decimal	JJ
20214	111	5	point	point	NN
20214	111	6	write	write	VBP
20214	111	7	:	:	:
20214	111	8	square_root	square_root	NNP
20214	111	9	(	(	-LRB-
20214	111	10	.0037	.0037	NFP
20214	111	11	)	)	-RRB-
20214	111	12	=	=	NFP
20214	111	13	square_root	square_root	NNP
20214	111	14	(	(	-LRB-
20214	111	15	37/10000	37/10000	CD
20214	111	16	)	)	-RRB-
20214	111	17	=	=	NFP
20214	111	18	1/100	1/100	CD
20214	111	19	square_root	square_root	NNP
20214	111	20	(	(	-LRB-
20214	111	21	37	37	CD
20214	111	22	)	)	-RRB-
20214	111	23	The	the	DT
20214	111	24	nearest	near	RBS
20214	111	25	perfect	perfect	JJ
20214	111	26	square	square	NN
20214	111	27	to	to	IN
20214	111	28	37	37	CD
20214	111	29	is	be	VBZ
20214	111	30	6	6	CD
20214	111	31	*	*	SYM
20214	111	32	6	6	CD
20214	111	33	=	=	SYM
20214	111	34	36	36	CD
20214	111	35	,	,	,
20214	111	36	so	so	CC
20214	111	37	the	the	DT
20214	111	38	answer	answer	NN
20214	111	39	should	should	MD
20214	111	40	be	be	VB
20214	111	41	a	a	DT
20214	111	42	little	little	JJ
20214	111	43	more	more	JJR
20214	111	44	than	than	IN
20214	111	45	0.06	0.06	CD
20214	111	46	or	or	CC
20214	111	47	.0608	.0608	.
20214	111	48	.	.	.
20214	112	1	All	all	DT
20214	112	2	of	of	IN
20214	112	3	what	what	WP
20214	112	4	has	have	VBZ
20214	112	5	been	be	VBN
20214	112	6	said	say	VBN
20214	112	7	about	about	IN
20214	112	8	use	use	NN
20214	112	9	of	of	IN
20214	112	10	the	the	DT
20214	112	11	A	a	NN
20214	112	12	and	and	CC
20214	112	13	D	d	JJ
20214	112	14	scales	scale	NNS
20214	112	15	for	for	IN
20214	112	16	squaring	square	VBG
20214	112	17	and	and	CC
20214	112	18	extracting	extract	VBG
20214	112	19	square	square	JJ
20214	112	20	root	root	NN
20214	112	21	applies	apply	VBZ
20214	112	22	equally	equally	RB
20214	112	23	well	well	RB
20214	112	24	to	to	IN
20214	112	25	the	the	DT
20214	112	26	B	B	NNP
20214	112	27	and	and	CC
20214	112	28	C	C	NNP
20214	112	29	scales	scale	VBZ
20214	112	30	since	since	IN
20214	112	31	they	-PRON-	PRP
20214	112	32	are	be	VBP
20214	112	33	identical	identical	JJ
20214	112	34	to	to	IN
20214	112	35	the	the	DT
20214	112	36	A	a	NN
20214	112	37	and	and	CC
20214	112	38	D	d	JJ
20214	112	39	scales	scale	NNS
20214	112	40	respectively	respectively	RB
20214	112	41	.	.	.
20214	113	1	A	a	DT
20214	113	2	number	number	NN
20214	113	3	of	of	IN
20214	113	4	examples	example	NNS
20214	113	5	follow	follow	VBP
20214	113	6	for	for	IN
20214	113	7	squaring	squaring	NN
20214	113	8	and	and	CC
20214	113	9	the	the	DT
20214	113	10	extraction	extraction	NN
20214	113	11	of	of	IN
20214	113	12	square	square	JJ
20214	113	13	root	root	NN
20214	113	14	.	.	.
20214	114	1	Example	example	NN
20214	114	2	31	31	CD
20214	114	3	:	:	:
20214	114	4	square	square	NN
20214	114	5	(	(	-LRB-
20214	114	6	2	2	CD
20214	114	7	)	)	-RRB-
20214	114	8	=	=	SYM
20214	114	9	4	4	CD
20214	114	10	32	32	CD
20214	114	11	:	:	:
20214	114	12	square	square	JJ
20214	114	13	(	(	-LRB-
20214	114	14	15	15	CD
20214	114	15	)	)	-RRB-
20214	114	16	=	=	SYM
20214	114	17	225	225	CD
20214	114	18	33	33	CD
20214	114	19	:	:	:
20214	114	20	square	square	NN
20214	114	21	(	(	-LRB-
20214	114	22	26	26	CD
20214	114	23	)	)	-RRB-
20214	114	24	=	=	NFP
20214	114	25	676	676	CD
20214	114	26	34	34	CD
20214	114	27	:	:	:
20214	114	28	square	square	NN
20214	114	29	(	(	-LRB-
20214	114	30	19.65	19.65	CD
20214	114	31	)	)	-RRB-
20214	114	32	=	=	NFP
20214	114	33	386	386	CD
20214	114	34	35	35	CD
20214	114	35	:	:	:
20214	114	36	square_root	square_root	NNP
20214	114	37	(	(	-LRB-
20214	114	38	64	64	CD
20214	114	39	)	)	-RRB-
20214	114	40	=	=	SYM
20214	114	41	8	8	CD
20214	114	42	36	36	CD
20214	114	43	:	:	:
20214	114	44	square_root	square_root	NNP
20214	114	45	(	(	-LRB-
20214	114	46	6.4	6.4	CD
20214	114	47	)	)	-RRB-
20214	114	48	=	=	SYM
20214	114	49	2.53	2.53	CD
20214	114	50	37	37	CD
20214	114	51	:	:	:
20214	114	52	square_root	square_root	NNP
20214	114	53	(	(	-LRB-
20214	114	54	498	498	CD
20214	114	55	)	)	-RRB-
20214	114	56	=	=	NFP
20214	114	57	22.5	22.5	CD
20214	114	58	38	38	CD
20214	114	59	:	:	:
20214	114	60	square_root	square_root	NNP
20214	114	61	(	(	-LRB-
20214	114	62	2500	2500	CD
20214	114	63	)	)	-RRB-
20214	114	64	=	=	NFP
20214	114	65	50	50	CD
20214	114	66	39	39	CD
20214	114	67	:	:	:
20214	114	68	square_root	square_root	NNP
20214	114	69	(	(	-LRB-
20214	114	70	.16	.16	NFP
20214	114	71	)	)	-RRB-
20214	114	72	=	=	NFP
20214	114	73	.04	.04	NFP
20214	114	74	40	40	CD
20214	114	75	:	:	:
20214	114	76	square_root	square_root	NNP
20214	114	77	(	(	-LRB-
20214	114	78	.03	.03	NFP
20214	114	79	)	)	-RRB-
20214	114	80	=	=	NFP
20214	114	81	.173	.173	CD
20214	114	82	CUBING	CUBING	NNP
20214	114	83	AND	and	CC
20214	114	84	CUBE	cube	NN
20214	114	85	ROOT	ROOT	NNS
20214	114	86	If	if	IN
20214	114	87	we	-PRON-	PRP
20214	114	88	take	take	VBP
20214	114	89	a	a	DT
20214	114	90	number	number	NN
20214	114	91	and	and	CC
20214	114	92	multiply	multiply	VB
20214	114	93	it	-PRON-	PRP
20214	114	94	by	by	IN
20214	114	95	itself	-PRON-	PRP
20214	114	96	,	,	,
20214	114	97	and	and	CC
20214	114	98	then	then	RB
20214	114	99	multiply	multiply	VB
20214	114	100	the	the	DT
20214	114	101	result	result	NN
20214	114	102	by	by	IN
20214	114	103	the	the	DT
20214	114	104	original	original	JJ
20214	114	105	number	number	NN
20214	114	106	we	-PRON-	PRP
20214	114	107	get	get	VBP
20214	114	108	what	what	WP
20214	114	109	is	be	VBZ
20214	114	110	called	call	VBN
20214	114	111	the	the	DT
20214	114	112	cube	cube	NNP
20214	114	113	of	of	IN
20214	114	114	the	the	DT
20214	114	115	original	original	JJ
20214	114	116	number	number	NN
20214	114	117	.	.	.
20214	115	1	This	this	DT
20214	115	2	process	process	NN
20214	115	3	is	be	VBZ
20214	115	4	called	call	VBN
20214	115	5	cubing	cube	VBG
20214	115	6	the	the	DT
20214	115	7	number	number	NN
20214	115	8	.	.	.
20214	116	1	The	the	DT
20214	116	2	reverse	reverse	JJ
20214	116	3	process	process	NN
20214	116	4	of	of	IN
20214	116	5	finding	find	VBG
20214	116	6	the	the	DT
20214	116	7	number	number	NN
20214	116	8	which	which	WDT
20214	116	9	,	,	,
20214	116	10	when	when	WRB
20214	116	11	multiplied	multiply	VBN
20214	116	12	by	by	IN
20214	116	13	itself	-PRON-	PRP
20214	116	14	and	and	CC
20214	116	15	then	then	RB
20214	116	16	by	by	IN
20214	116	17	itself	-PRON-	PRP
20214	116	18	again	again	RB
20214	116	19	,	,	,
20214	116	20	is	be	VBZ
20214	116	21	equal	equal	JJ
20214	116	22	to	to	IN
20214	116	23	the	the	DT
20214	116	24	given	give	VBN
20214	116	25	number	number	NN
20214	116	26	,	,	,
20214	116	27	is	be	VBZ
20214	116	28	called	call	VBN
20214	116	29	extracting	extract	VBG
20214	116	30	the	the	DT
20214	116	31	cube	cube	NN
20214	116	32	root	root	NN
20214	116	33	of	of	IN
20214	116	34	the	the	DT
20214	116	35	given	give	VBN
20214	116	36	number	number	NN
20214	116	37	.	.	.
20214	117	1	Thus	thus	RB
20214	117	2	,	,	,
20214	117	3	since	since	IN
20214	117	4	5	5	CD
20214	117	5	*	*	SYM
20214	117	6	5	5	CD
20214	117	7	*	*	SYM
20214	117	8	5	5	CD
20214	117	9	=	=	SYM
20214	117	10	125	125	CD
20214	117	11	,	,	,
20214	117	12	125	125	CD
20214	117	13	is	be	VBZ
20214	117	14	the	the	DT
20214	117	15	cube	cube	NN
20214	117	16	of	of	IN
20214	117	17	5	5	CD
20214	117	18	and	and	CC
20214	117	19	5	5	CD
20214	117	20	is	be	VBZ
20214	117	21	the	the	DT
20214	117	22	cube	cube	NNP
20214	117	23	root	root	NN
20214	117	24	of	of	IN
20214	117	25	125	125	CD
20214	117	26	.	.	.
20214	118	1	To	to	TO
20214	118	2	find	find	VB
20214	118	3	the	the	DT
20214	118	4	cube	cube	NN
20214	118	5	of	of	IN
20214	118	6	any	any	DT
20214	118	7	number	number	NN
20214	118	8	on	on	IN
20214	118	9	the	the	DT
20214	118	10	slide	slide	NN
20214	118	11	rule	rule	NN
20214	118	12	set	set	VBD
20214	118	13	the	the	DT
20214	118	14	indicator	indicator	NN
20214	118	15	over	over	IN
20214	118	16	the	the	DT
20214	118	17	number	number	NN
20214	118	18	on	on	IN
20214	118	19	the	the	DT
20214	118	20	D	d	JJ
20214	118	21	scale	scale	NN
20214	118	22	and	and	CC
20214	118	23	read	read	VB
20214	118	24	the	the	DT
20214	118	25	answer	answer	NN
20214	118	26	on	on	IN
20214	118	27	the	the	DT
20214	118	28	K	K	NNP
20214	118	29	scale	scale	NN
20214	118	30	under	under	IN
20214	118	31	the	the	DT
20214	118	32	hair	hair	NN
20214	118	33	-	-	HYPH
20214	118	34	line	line	NN
20214	118	35	.	.	.
20214	119	1	To	to	TO
20214	119	2	find	find	VB
20214	119	3	the	the	DT
20214	119	4	cube	cube	NN
20214	119	5	root	root	NN
20214	119	6	of	of	IN
20214	119	7	any	any	DT
20214	119	8	number	number	NN
20214	119	9	set	set	VBD
20214	119	10	the	the	DT
20214	119	11	indicator	indicator	NN
20214	119	12	over	over	IN
20214	119	13	the	the	DT
20214	119	14	number	number	NN
20214	119	15	on	on	IN
20214	119	16	the	the	DT
20214	119	17	K	K	NNP
20214	119	18	scale	scale	NN
20214	119	19	and	and	CC
20214	119	20	read	read	VB
20214	119	21	the	the	DT
20214	119	22	answer	answer	NN
20214	119	23	on	on	IN
20214	119	24	the	the	DT
20214	119	25	D	d	JJ
20214	119	26	scale	scale	NN
20214	119	27	under	under	IN
20214	119	28	the	the	DT
20214	119	29	hair	hair	NN
20214	119	30	-	-	HYPH
20214	119	31	line	line	NN
20214	119	32	.	.	.
20214	120	1	Just	just	RB
20214	120	2	as	as	IN
20214	120	3	on	on	IN
20214	120	4	the	the	DT
20214	120	5	A	a	DT
20214	120	6	scale	scale	NN
20214	120	7	,	,	,
20214	120	8	where	where	WRB
20214	120	9	there	there	EX
20214	120	10	were	be	VBD
20214	120	11	two	two	CD
20214	120	12	places	place	NNS
20214	120	13	where	where	WRB
20214	120	14	you	-PRON-	PRP
20214	120	15	could	could	MD
20214	120	16	set	set	VB
20214	120	17	a	a	DT
20214	120	18	given	give	VBN
20214	120	19	number	number	NN
20214	120	20	,	,	,
20214	120	21	on	on	IN
20214	120	22	the	the	DT
20214	120	23	K	K	NNP
20214	120	24	scale	scale	NN
20214	120	25	there	there	EX
20214	120	26	are	be	VBP
20214	120	27	three	three	CD
20214	120	28	places	place	NNS
20214	120	29	where	where	WRB
20214	120	30	a	a	DT
20214	120	31	number	number	NN
20214	120	32	may	may	MD
20214	120	33	be	be	VB
20214	120	34	set	set	VBN
20214	120	35	.	.	.
20214	121	1	To	to	TO
20214	121	2	tell	tell	VB
20214	121	3	which	which	WDT
20214	121	4	of	of	IN
20214	121	5	the	the	DT
20214	121	6	three	three	CD
20214	121	7	to	to	TO
20214	121	8	use	use	VB
20214	121	9	,	,	,
20214	121	10	we	-PRON-	PRP
20214	121	11	must	must	MD
20214	121	12	make	make	VB
20214	121	13	use	use	NN
20214	121	14	of	of	IN
20214	121	15	the	the	DT
20214	121	16	following	follow	VBG
20214	121	17	rule	rule	NN
20214	121	18	.	.	.
20214	122	1	(	(	-LRB-
20214	122	2	a	a	LS
20214	122	3	)	)	-RRB-
20214	122	4	If	if	IN
20214	122	5	the	the	DT
20214	122	6	number	number	NN
20214	122	7	is	be	VBZ
20214	122	8	greater	great	JJR
20214	122	9	than	than	IN
20214	122	10	one	one	CD
20214	122	11	.	.	.
20214	123	1	For	for	IN
20214	123	2	1	1	CD
20214	123	3	,	,	,
20214	123	4	4	4	CD
20214	123	5	,	,	,
20214	123	6	7	7	CD
20214	123	7	,	,	,
20214	123	8	10	10	CD
20214	123	9	,	,	,
20214	123	10	etc	etc	FW
20214	123	11	.	.	FW
20214	123	12	,	,	,
20214	123	13	digits	digit	VBZ
20214	123	14	to	to	IN
20214	123	15	the	the	DT
20214	123	16	left	left	NN
20214	123	17	of	of	IN
20214	123	18	the	the	DT
20214	123	19	decimal	decimal	JJ
20214	123	20	point	point	NN
20214	123	21	,	,	,
20214	123	22	use	use	VB
20214	123	23	the	the	DT
20214	123	24	left	left	JJ
20214	123	25	-	-	HYPH
20214	123	26	hand	hand	NN
20214	123	27	third	third	NN
20214	123	28	of	of	IN
20214	123	29	the	the	DT
20214	123	30	K	K	NNP
20214	123	31	scale	scale	NN
20214	123	32	.	.	.
20214	124	1	For	for	IN
20214	124	2	2	2	CD
20214	124	3	,	,	,
20214	124	4	5	5	CD
20214	124	5	,	,	,
20214	124	6	8	8	CD
20214	124	7	,	,	,
20214	124	8	11	11	CD
20214	124	9	,	,	,
20214	124	10	etc	etc	FW
20214	124	11	.	.	FW
20214	124	12	,	,	,
20214	124	13	digits	digit	VBZ
20214	124	14	to	to	IN
20214	124	15	the	the	DT
20214	124	16	left	left	NN
20214	124	17	of	of	IN
20214	124	18	the	the	DT
20214	124	19	decimal	decimal	JJ
20214	124	20	point	point	NN
20214	124	21	,	,	,
20214	124	22	use	use	VB
20214	124	23	the	the	DT
20214	124	24	middle	middle	JJ
20214	124	25	third	third	JJ
20214	124	26	of	of	IN
20214	124	27	the	the	DT
20214	124	28	K	K	NNP
20214	124	29	scale	scale	NN
20214	124	30	.	.	.
20214	125	1	For	for	IN
20214	125	2	3	3	CD
20214	125	3	,	,	,
20214	125	4	6	6	CD
20214	125	5	,	,	,
20214	125	6	9	9	CD
20214	125	7	,	,	,
20214	125	8	12	12	CD
20214	125	9	,	,	,
20214	125	10	etc	etc	FW
20214	125	11	.	.	FW
20214	125	12	,	,	,
20214	125	13	digits	digit	VBZ
20214	125	14	to	to	IN
20214	125	15	the	the	DT
20214	125	16	left	left	NN
20214	125	17	of	of	IN
20214	125	18	the	the	DT
20214	125	19	decimal	decimal	JJ
20214	125	20	point	point	NN
20214	125	21	use	use	VBP
20214	125	22	the	the	DT
20214	125	23	right	right	JJ
20214	125	24	-	-	HYPH
20214	125	25	hand	hand	NN
20214	125	26	third	third	NN
20214	125	27	of	of	IN
20214	125	28	the	the	DT
20214	125	29	K	K	NNP
20214	125	30	scale	scale	NN
20214	125	31	.	.	.
20214	126	1	(	(	-LRB-
20214	126	2	b	b	LS
20214	126	3	)	)	-RRB-
20214	126	4	If	if	IN
20214	126	5	the	the	DT
20214	126	6	number	number	NN
20214	126	7	is	be	VBZ
20214	126	8	less	less	JJR
20214	126	9	than	than	IN
20214	126	10	one	one	CD
20214	126	11	.	.	.
20214	127	1	We	-PRON-	PRP
20214	127	2	now	now	RB
20214	127	3	tell	tell	VBP
20214	127	4	which	which	WDT
20214	127	5	scale	scale	NN
20214	127	6	to	to	TO
20214	127	7	use	use	NN
20214	127	8	by	by	IN
20214	127	9	counting	count	VBG
20214	127	10	the	the	DT
20214	127	11	number	number	NN
20214	127	12	of	of	IN
20214	127	13	zeros	zero	NNS
20214	127	14	to	to	IN
20214	127	15	the	the	DT
20214	127	16	right	right	NN
20214	127	17	of	of	IN
20214	127	18	the	the	DT
20214	127	19	decimal	decimal	JJ
20214	127	20	point	point	NN
20214	127	21	before	before	IN
20214	127	22	the	the	DT
20214	127	23	first	first	JJ
20214	127	24	digit	digit	NN
20214	127	25	not	not	RB
20214	127	26	zero	zero	CD
20214	127	27	.	.	.
20214	128	1	If	if	IN
20214	128	2	there	there	EX
20214	128	3	are	be	VBP
20214	128	4	2	2	CD
20214	128	5	,	,	,
20214	128	6	5	5	CD
20214	128	7	,	,	,
20214	128	8	8	8	CD
20214	128	9	,	,	,
20214	128	10	11	11	CD
20214	128	11	,	,	,
20214	128	12	etc	etc	FW
20214	128	13	.	.	FW
20214	128	14	,	,	,
20214	128	15	zeros	zero	NNS
20214	128	16	,	,	,
20214	128	17	use	use	VB
20214	128	18	the	the	DT
20214	128	19	left	left	JJ
20214	128	20	-	-	HYPH
20214	128	21	hand	hand	NN
20214	128	22	third	third	NN
20214	128	23	of	of	IN
20214	128	24	the	the	DT
20214	128	25	K	K	NNP
20214	128	26	scale	scale	NN
20214	128	27	.	.	.
20214	129	1	If	if	IN
20214	129	2	there	there	EX
20214	129	3	are	be	VBP
20214	129	4	1	1	CD
20214	129	5	,	,	,
20214	129	6	4	4	CD
20214	129	7	,	,	,
20214	129	8	7	7	CD
20214	129	9	,	,	,
20214	129	10	10	10	CD
20214	129	11	,	,	,
20214	129	12	etc	etc	FW
20214	129	13	.	.	FW
20214	129	14	,	,	,
20214	129	15	zeros	zero	NNS
20214	129	16	,	,	,
20214	129	17	then	then	RB
20214	129	18	use	use	VB
20214	129	19	the	the	DT
20214	129	20	middle	middle	JJ
20214	129	21	third	third	JJ
20214	129	22	of	of	IN
20214	129	23	the	the	DT
20214	129	24	K	K	NNP
20214	129	25	scale	scale	NN
20214	129	26	.	.	.
20214	130	1	If	if	IN
20214	130	2	there	there	EX
20214	130	3	are	be	VBP
20214	130	4	no	no	DT
20214	130	5	zeros	zero	NNS
20214	130	6	or	or	CC
20214	130	7	3	3	CD
20214	130	8	,	,	,
20214	130	9	6	6	CD
20214	130	10	,	,	,
20214	130	11	9	9	CD
20214	130	12	,	,	,
20214	130	13	12	12	CD
20214	130	14	,	,	,
20214	130	15	etc	etc	FW
20214	130	16	.	.	FW
20214	130	17	,	,	,
20214	130	18	zeros	zero	NNS
20214	130	19	,	,	,
20214	130	20	then	then	RB
20214	130	21	use	use	VB
20214	130	22	the	the	DT
20214	130	23	right	right	JJ
20214	130	24	-	-	HYPH
20214	130	25	hand	hand	NN
20214	130	26	third	third	NN
20214	130	27	of	of	IN
20214	130	28	the	the	DT
20214	130	29	K	K	NNP
20214	130	30	scale	scale	NN
20214	130	31	.	.	.
20214	131	1	For	for	IN
20214	131	2	example	example	NN
20214	131	3	:	:	:
20214	131	4	Example	example	NN
20214	131	5	41	41	CD
20214	131	6	:	:	:
20214	131	7	cube_root	cube_root	NNP
20214	131	8	(	(	-LRB-
20214	131	9	185	185	CD
20214	131	10	)	)	-RRB-
20214	131	11	=	=	SYM
20214	131	12	5.70	5.70	CD
20214	131	13	Since	since	IN
20214	131	14	there	there	EX
20214	131	15	are	be	VBP
20214	131	16	3	3	CD
20214	131	17	digits	digit	NNS
20214	131	18	in	in	IN
20214	131	19	the	the	DT
20214	131	20	given	give	VBN
20214	131	21	number	number	NN
20214	131	22	,	,	,
20214	131	23	we	-PRON-	PRP
20214	131	24	set	set	VBD
20214	131	25	the	the	DT
20214	131	26	indicator	indicator	NN
20214	131	27	on	on	IN
20214	131	28	185	185	CD
20214	131	29	in	in	IN
20214	131	30	the	the	DT
20214	131	31	right	right	JJ
20214	131	32	-	-	HYPH
20214	131	33	hand	hand	NN
20214	131	34	third	third	NN
20214	131	35	of	of	IN
20214	131	36	the	the	DT
20214	131	37	K	K	NNP
20214	131	38	scale	scale	NN
20214	131	39	,	,	,
20214	131	40	and	and	CC
20214	131	41	read	read	VBD
20214	131	42	the	the	DT
20214	131	43	result	result	NN
20214	131	44	570	570	CD
20214	131	45	on	on	IN
20214	131	46	the	the	DT
20214	131	47	D	d	JJ
20214	131	48	scale	scale	NN
20214	131	49	.	.	.
20214	132	1	We	-PRON-	PRP
20214	132	2	can	can	MD
20214	132	3	place	place	VB
20214	132	4	the	the	DT
20214	132	5	decimal	decimal	JJ
20214	132	6	point	point	NN
20214	132	7	by	by	IN
20214	132	8	thinking	think	VBG
20214	132	9	of	of	IN
20214	132	10	the	the	DT
20214	132	11	nearest	near	JJS
20214	132	12	perfect	perfect	JJ
20214	132	13	cube	cube	NNP
20214	132	14	,	,	,
20214	132	15	which	which	WDT
20214	132	16	is	be	VBZ
20214	132	17	125	125	CD
20214	132	18	.	.	.
20214	133	1	Therefore	therefore	RB
20214	133	2	,	,	,
20214	133	3	the	the	DT
20214	133	4	decimal	decimal	JJ
20214	133	5	point	point	NN
20214	133	6	must	must	MD
20214	133	7	be	be	VB
20214	133	8	placed	place	VBN
20214	133	9	so	so	IN
20214	133	10	as	as	IN
20214	133	11	to	to	TO
20214	133	12	give	give	VB
20214	133	13	5.70	5.70	CD
20214	133	14	,	,	,
20214	133	15	which	which	WDT
20214	133	16	is	be	VBZ
20214	133	17	nearest	near	JJS
20214	133	18	to	to	TO
20214	133	19	5	5	CD
20214	133	20	,	,	,
20214	133	21	the	the	DT
20214	133	22	cube	cube	NNP
20214	133	23	root	root	NN
20214	133	24	of	of	IN
20214	133	25	125	125	CD
20214	133	26	.	.	.
20214	134	1	Example	example	NN
20214	134	2	42	42	CD
20214	134	3	:	:	:
20214	134	4	cube_root	cube_root	NNP
20214	134	5	(	(	-LRB-
20214	134	6	.034	.034	CD
20214	134	7	)	)	-RRB-
20214	134	8	=	=	NFP
20214	134	9	.324	.324	.
20214	134	10	Since	since	IN
20214	134	11	there	there	EX
20214	134	12	is	be	VBZ
20214	134	13	one	one	CD
20214	134	14	zero	zero	CD
20214	134	15	between	between	IN
20214	134	16	the	the	DT
20214	134	17	decimal	decimal	JJ
20214	134	18	point	point	NN
20214	134	19	and	and	CC
20214	134	20	the	the	DT
20214	134	21	first	first	JJ
20214	134	22	digit	digit	NN
20214	134	23	not	not	RB
20214	134	24	zero	zero	CD
20214	134	25	,	,	,
20214	134	26	we	-PRON-	PRP
20214	134	27	must	must	MD
20214	134	28	set	set	VB
20214	134	29	the	the	DT
20214	134	30	indicator	indicator	NN
20214	134	31	over	over	IN
20214	134	32	34	34	CD
20214	134	33	on	on	IN
20214	134	34	the	the	DT
20214	134	35	middle	middle	JJ
20214	134	36	third	third	JJ
20214	134	37	of	of	IN
20214	134	38	the	the	DT
20214	134	39	K	K	NNP
20214	134	40	scale	scale	NN
20214	134	41	.	.	.
20214	135	1	We	-PRON-	PRP
20214	135	2	read	read	VBP
20214	135	3	the	the	DT
20214	135	4	result	result	NN
20214	135	5	324	324	CD
20214	135	6	on	on	IN
20214	135	7	the	the	DT
20214	135	8	D	d	JJ
20214	135	9	scale	scale	NN
20214	135	10	.	.	.
20214	136	1	The	the	DT
20214	136	2	decimal	decimal	JJ
20214	136	3	point	point	NN
20214	136	4	may	may	MD
20214	136	5	be	be	VB
20214	136	6	placed	place	VBN
20214	136	7	as	as	IN
20214	136	8	follows	follow	VBZ
20214	136	9	:	:	:
20214	136	10	cube_root	cube_root	NNP
20214	136	11	(	(	-LRB-
20214	136	12	.034	.034	CD
20214	136	13	)	)	-RRB-
20214	136	14	=	=	NFP
20214	136	15	cube_root	cube_root	NNP
20214	136	16	(	(	-LRB-
20214	136	17	34/1000	34/1000	CD
20214	136	18	)	)	-RRB-
20214	136	19	=	=	SYM
20214	136	20	1/10	1/10	CD
20214	136	21	cube_root	cube_root	NNP
20214	136	22	(	(	-LRB-
20214	136	23	34	34	CD
20214	136	24	)	)	-RRB-
20214	136	25	The	the	DT
20214	136	26	nearest	near	RBS
20214	136	27	perfect	perfect	JJ
20214	136	28	cube	cube	NN
20214	136	29	to	to	IN
20214	136	30	34	34	CD
20214	136	31	is	be	VBZ
20214	136	32	27	27	CD
20214	136	33	,	,	,
20214	136	34	so	so	CC
20214	136	35	our	-PRON-	PRP$
20214	136	36	answer	answer	NN
20214	136	37	must	must	MD
20214	136	38	be	be	VB
20214	136	39	close	close	JJ
20214	136	40	to	to	IN
20214	136	41	one	one	CD
20214	136	42	-	-	HYPH
20214	136	43	tenth	tenth	NN
20214	136	44	of	of	IN
20214	136	45	the	the	DT
20214	136	46	cube	cube	NNP
20214	136	47	root	root	NN
20214	136	48	of	of	IN
20214	136	49	27	27	CD
20214	136	50	or	or	CC
20214	136	51	nearly	nearly	RB
20214	136	52	0.3	0.3	CD
20214	136	53	.	.	.
20214	137	1	Therefore	therefore	RB
20214	137	2	,	,	,
20214	137	3	we	-PRON-	PRP
20214	137	4	must	must	MD
20214	137	5	place	place	VB
20214	137	6	the	the	DT
20214	137	7	decimal	decimal	JJ
20214	137	8	point	point	NN
20214	137	9	to	to	TO
20214	137	10	give	give	VB
20214	137	11	0.324	0.324	CD
20214	137	12	.	.	.
20214	138	1	A	a	DT
20214	138	2	group	group	NN
20214	138	3	of	of	IN
20214	138	4	examples	example	NNS
20214	138	5	for	for	IN
20214	138	6	practice	practice	NN
20214	138	7	in	in	IN
20214	138	8	extraction	extraction	NN
20214	138	9	of	of	IN
20214	138	10	cube	cube	NN
20214	138	11	root	root	NN
20214	138	12	follows	follow	VBZ
20214	138	13	:	:	:
20214	138	14	Example	example	NN
20214	138	15	43	43	CD
20214	138	16	:	:	:
20214	138	17	cube_root	cube_root	NNP
20214	138	18	(	(	-LRB-
20214	138	19	64	64	CD
20214	138	20	)	)	-RRB-
20214	138	21	=	=	SYM
20214	138	22	4	4	CD
20214	138	23	44	44	CD
20214	138	24	:	:	:
20214	138	25	cube_root	cube_root	NNP
20214	138	26	(	(	-LRB-
20214	138	27	8	8	CD
20214	138	28	)	)	-RRB-
20214	138	29	=	=	SYM
20214	138	30	2	2	CD
20214	138	31	45	45	CD
20214	138	32	:	:	:
20214	138	33	cube_root	cube_root	NNP
20214	138	34	(	(	-LRB-
20214	138	35	343	343	CD
20214	138	36	)	)	-RRB-
20214	138	37	=	=	SYM
20214	138	38	7	7	CD
20214	138	39	46	46	CD
20214	138	40	:	:	:
20214	138	41	cube_root	cube_root	NNP
20214	138	42	(	(	-LRB-
20214	138	43	.000715	.000715	NFP
20214	138	44	)	)	-RRB-
20214	138	45	=	=	NFP
20214	138	46	.0894	.0894	NFP
20214	138	47	47	47	CD
20214	138	48	:	:	:
20214	138	49	cube_root	cube_root	NNP
20214	138	50	(	(	-LRB-
20214	138	51	.00715	.00715	NFP
20214	138	52	)	)	-RRB-
20214	138	53	=	=	NFP
20214	138	54	.193	.193	CD
20214	138	55	48	48	CD
20214	138	56	:	:	:
20214	138	57	cube_root	cube_root	NNP
20214	138	58	(	(	-LRB-
20214	138	59	.0715	.0715	NFP
20214	138	60	)	)	-RRB-
20214	138	61	=	=	NFP
20214	138	62	.415	.415	CD
20214	138	63	49	49	CD
20214	138	64	:	:	:
20214	138	65	cube_root	cube_root	NNP
20214	138	66	(	(	-LRB-
20214	138	67	.516	.516	CD
20214	138	68	)	)	-RRB-
20214	138	69	=	=	NFP
20214	138	70	.803	.803	CD
20214	138	71	50	50	CD
20214	138	72	:	:	:
20214	138	73	cube_root	cube_root	NNP
20214	138	74	(	(	-LRB-
20214	138	75	27.8	27.8	CD
20214	138	76	)	)	-RRB-
20214	138	77	=	=	SYM
20214	138	78	3.03	3.03	CD
20214	138	79	51	51	CD
20214	138	80	:	:	:
20214	138	81	cube_root	cube_root	NNP
20214	138	82	(	(	-LRB-
20214	138	83	5.49	5.49	CD
20214	138	84	)	)	-RRB-
20214	138	85	=	=	SYM
20214	138	86	1.76	1.76	CD
20214	138	87	52	52	CD
20214	138	88	:	:	:
20214	138	89	cube_root	cube_root	NNP
20214	138	90	(	(	-LRB-
20214	138	91	87.1	87.1	CD
20214	138	92	)	)	-RRB-
20214	138	93	=	=	NFP
20214	138	94	4.43	4.43	CD
20214	138	95	THE	THE	NNP
20214	138	96	1.5	1.5	CD
20214	138	97	AND	and	CC
20214	138	98	2/3	2/3	CD
20214	138	99	POWER	POWER	NNS
20214	138	100	If	if	IN
20214	138	101	the	the	DT
20214	138	102	indicator	indicator	NN
20214	138	103	is	be	VBZ
20214	138	104	set	set	VBN
20214	138	105	over	over	IN
20214	138	106	a	a	DT
20214	138	107	given	give	VBN
20214	138	108	number	number	NN
20214	138	109	on	on	IN
20214	138	110	the	the	DT
20214	138	111	A	a	DT
20214	138	112	scale	scale	NN
20214	138	113	,	,	,
20214	138	114	the	the	DT
20214	138	115	number	number	NN
20214	138	116	under	under	IN
20214	138	117	the	the	DT
20214	138	118	hair	hair	NN
20214	138	119	-	-	HYPH
20214	138	120	line	line	NN
20214	138	121	on	on	IN
20214	138	122	the	the	DT
20214	138	123	K	K	NNP
20214	138	124	scale	scale	NN
20214	138	125	is	be	VBZ
20214	138	126	the	the	DT
20214	138	127	1.5	1.5	CD
20214	138	128	power	power	NN
20214	138	129	of	of	IN
20214	138	130	the	the	DT
20214	138	131	given	give	VBN
20214	138	132	number	number	NN
20214	138	133	.	.	.
20214	139	1	If	if	IN
20214	139	2	the	the	DT
20214	139	3	indicator	indicator	NN
20214	139	4	is	be	VBZ
20214	139	5	set	set	VBN
20214	139	6	over	over	IN
20214	139	7	a	a	DT
20214	139	8	given	give	VBN
20214	139	9	number	number	NN
20214	139	10	on	on	IN
20214	139	11	the	the	DT
20214	139	12	K	K	NNP
20214	139	13	scale	scale	NN
20214	139	14	,	,	,
20214	139	15	the	the	DT
20214	139	16	number	number	NN
20214	139	17	under	under	IN
20214	139	18	the	the	DT
20214	139	19	hair	hair	NN
20214	139	20	-	-	HYPH
20214	139	21	line	line	NN
20214	139	22	on	on	IN
20214	139	23	the	the	DT
20214	139	24	A	a	DT
20214	139	25	scale	scale	NN
20214	139	26	is	be	VBZ
20214	139	27	the	the	DT
20214	139	28	2/3	2/3	CD
20214	139	29	power	power	NN
20214	139	30	of	of	IN
20214	139	31	the	the	DT
20214	139	32	given	give	VBN
20214	139	33	number	number	NN
20214	139	34	.	.	.
20214	140	1	COMBINATIONS	combination	NNS
20214	140	2	OF	of	IN
20214	140	3	PROCESSES	processes	NN
20214	140	4	A	a	DT
20214	140	5	slide	slide	NN
20214	140	6	rule	rule	NN
20214	140	7	is	be	VBZ
20214	140	8	especially	especially	RB
20214	140	9	useful	useful	JJ
20214	140	10	where	where	WRB
20214	140	11	some	some	DT
20214	140	12	combination	combination	NN
20214	140	13	of	of	IN
20214	140	14	processes	process	NNS
20214	140	15	is	be	VBZ
20214	140	16	necessary	necessary	JJ
20214	140	17	,	,	,
20214	140	18	like	like	IN
20214	140	19	multiplying	multiply	VBG
20214	140	20	3	3	CD
20214	140	21	numbers	number	NNS
20214	140	22	together	together	RB
20214	140	23	and	and	CC
20214	140	24	dividing	divide	VBG
20214	140	25	by	by	IN
20214	140	26	a	a	DT
20214	140	27	third	third	NN
20214	140	28	.	.	.
20214	141	1	Operations	operation	NNS
20214	141	2	of	of	IN
20214	141	3	this	this	DT
20214	141	4	sort	sort	NN
20214	141	5	may	may	MD
20214	141	6	be	be	VB
20214	141	7	performed	perform	VBN
20214	141	8	in	in	IN
20214	141	9	such	such	PDT
20214	141	10	a	a	DT
20214	141	11	way	way	NN
20214	141	12	that	that	WDT
20214	141	13	the	the	DT
20214	141	14	final	final	JJ
20214	141	15	answer	answer	NN
20214	141	16	is	be	VBZ
20214	141	17	obtained	obtain	VBN
20214	141	18	immediately	immediately	RB
20214	141	19	without	without	IN
20214	141	20	finding	find	VBG
20214	141	21	intermediate	intermediate	JJ
20214	141	22	results	result	NNS
20214	141	23	.	.	.
20214	142	1	1	1	LS
20214	142	2	.	.	.
20214	143	1	Multiplying	multiply	VBG
20214	143	2	several	several	JJ
20214	143	3	numbers	number	NNS
20214	143	4	together	together	RB
20214	143	5	.	.	.
20214	144	1	For	for	IN
20214	144	2	example	example	NN
20214	144	3	,	,	,
20214	144	4	suppose	suppose	VB
20214	144	5	it	-PRON-	PRP
20214	144	6	is	be	VBZ
20214	144	7	desired	desire	VBN
20214	144	8	to	to	TO
20214	144	9	multiply	multiply	VB
20214	144	10	4	4	CD
20214	144	11	*	*	SYM
20214	144	12	8	8	CD
20214	144	13	*	*	SYM
20214	144	14	6	6	CD
20214	144	15	.	.	.
20214	145	1	Place	place	VB
20214	145	2	the	the	DT
20214	145	3	right	right	JJ
20214	145	4	-	-	HYPH
20214	145	5	hand	hand	NN
20214	145	6	index	index	NN
20214	145	7	of	of	IN
20214	145	8	the	the	DT
20214	145	9	C	C	NNP
20214	145	10	scale	scale	NN
20214	145	11	over	over	IN
20214	145	12	4	4	CD
20214	145	13	on	on	IN
20214	145	14	the	the	DT
20214	145	15	D	d	JJ
20214	145	16	scale	scale	NN
20214	145	17	and	and	CC
20214	145	18	set	set	VBD
20214	145	19	the	the	DT
20214	145	20	indicator	indicator	NN
20214	145	21	over	over	IN
20214	145	22	8	8	CD
20214	145	23	on	on	IN
20214	145	24	the	the	DT
20214	145	25	C	C	NNP
20214	145	26	scale	scale	NN
20214	145	27	.	.	.
20214	146	1	Now	now	RB
20214	146	2	,	,	,
20214	146	3	leaving	leave	VBG
20214	146	4	the	the	DT
20214	146	5	indicator	indicator	NN
20214	146	6	where	where	WRB
20214	146	7	it	-PRON-	PRP
20214	146	8	is	be	VBZ
20214	146	9	,	,	,
20214	146	10	move	move	VB
20214	146	11	the	the	DT
20214	146	12	slider	slider	NN
20214	146	13	till	till	IN
20214	146	14	the	the	DT
20214	146	15	right	right	JJ
20214	146	16	-	-	HYPH
20214	146	17	hand	hand	NN
20214	146	18	index	index	NN
20214	146	19	is	be	VBZ
20214	146	20	under	under	IN
20214	146	21	the	the	DT
20214	146	22	hairline	hairline	NN
20214	146	23	.	.	.
20214	147	1	Now	now	RB
20214	147	2	,	,	,
20214	147	3	leaving	leave	VBG
20214	147	4	the	the	DT
20214	147	5	slider	slider	NN
20214	147	6	where	where	WRB
20214	147	7	it	-PRON-	PRP
20214	147	8	is	be	VBZ
20214	147	9	,	,	,
20214	147	10	move	move	VB
20214	147	11	the	the	DT
20214	147	12	indicator	indicator	NN
20214	147	13	until	until	IN
20214	147	14	it	-PRON-	PRP
20214	147	15	is	be	VBZ
20214	147	16	over	over	IN
20214	147	17	6	6	CD
20214	147	18	on	on	IN
20214	147	19	the	the	DT
20214	147	20	C	C	NNP
20214	147	21	scale	scale	NN
20214	147	22	,	,	,
20214	147	23	and	and	CC
20214	147	24	read	read	VBD
20214	147	25	the	the	DT
20214	147	26	result	result	NN
20214	147	27	,	,	,
20214	147	28	192	192	CD
20214	147	29	,	,	,
20214	147	30	on	on	IN
20214	147	31	the	the	DT
20214	147	32	D	d	JJ
20214	147	33	scale	scale	NN
20214	147	34	.	.	.
20214	148	1	This	this	DT
20214	148	2	may	may	MD
20214	148	3	be	be	VB
20214	148	4	continued	continue	VBN
20214	148	5	indefinitely	indefinitely	RB
20214	148	6	,	,	,
20214	148	7	and	and	CC
20214	148	8	so	so	RB
20214	148	9	as	as	IN
20214	148	10	many	many	JJ
20214	148	11	numbers	number	NNS
20214	148	12	as	as	IN
20214	148	13	desired	desire	VBN
20214	148	14	may	may	MD
20214	148	15	be	be	VB
20214	148	16	multiplied	multiply	VBN
20214	148	17	together	together	RB
20214	148	18	.	.	.
20214	149	1	Example	example	NN
20214	149	2	53	53	CD
20214	149	3	:	:	:
20214	149	4	2.32	2.32	CD
20214	149	5	*	*	NFP
20214	149	6	154	154	CD
20214	149	7	*	*	NFP
20214	149	8	.0375	.0375	.
20214	149	9	*	*	NFP
20214	149	10	.56	.56	NFP
20214	149	11	=	=	SYM
20214	149	12	7.54	7.54	CD
20214	149	13	2	2	CD
20214	149	14	.	.	.
20214	150	1	Multiplication	Multiplication	NNP
20214	150	2	and	and	CC
20214	150	3	division	division	NN
20214	150	4	.	.	.
20214	151	1	Suppose	suppose	VB
20214	151	2	we	-PRON-	PRP
20214	151	3	wish	wish	VBP
20214	151	4	to	to	TO
20214	151	5	do	do	VB
20214	151	6	the	the	DT
20214	151	7	following	follow	VBG
20214	151	8	example	example	NN
20214	151	9	:	:	:
20214	151	10	Example	example	NN
20214	151	11	54	54	CD
20214	151	12	:	:	:
20214	151	13	(	(	-LRB-
20214	151	14	4	4	CD
20214	151	15	*	*	SYM
20214	151	16	15	15	CD
20214	151	17	)	)	-RRB-
20214	151	18	/	/	SYM
20214	151	19	2.5	2.5	CD
20214	151	20	=	=	SYM
20214	151	21	24	24	CD
20214	151	22	First	first	JJ
20214	151	23	divide	divide	NN
20214	151	24	4	4	CD
20214	151	25	by	by	IN
20214	151	26	2.5	2.5	CD
20214	151	27	.	.	.
20214	152	1	Set	Set	VBN
20214	152	2	indicator	indicator	NN
20214	152	3	over	over	IN
20214	152	4	4	4	CD
20214	152	5	on	on	IN
20214	152	6	the	the	DT
20214	152	7	D	d	JJ
20214	152	8	scale	scale	NN
20214	152	9	and	and	CC
20214	152	10	move	move	VB
20214	152	11	the	the	DT
20214	152	12	slider	slider	NN
20214	152	13	until	until	IN
20214	152	14	2.5	2.5	CD
20214	152	15	is	be	VBZ
20214	152	16	under	under	IN
20214	152	17	the	the	DT
20214	152	18	hair	hair	NN
20214	152	19	-	-	HYPH
20214	152	20	line	line	NN
20214	152	21	.	.	.
20214	153	1	The	the	DT
20214	153	2	result	result	NN
20214	153	3	of	of	IN
20214	153	4	this	this	DT
20214	153	5	division	division	NN
20214	153	6	,	,	,
20214	153	7	1.6	1.6	CD
20214	153	8	,	,	,
20214	153	9	appears	appear	VBZ
20214	153	10	under	under	IN
20214	153	11	the	the	DT
20214	153	12	left	left	JJ
20214	153	13	-	-	HYPH
20214	153	14	hand	hand	NN
20214	153	15	index	index	NN
20214	153	16	of	of	IN
20214	153	17	the	the	DT
20214	153	18	C	C	NNP
20214	153	19	scale	scale	NN
20214	153	20	.	.	.
20214	154	1	We	-PRON-	PRP
20214	154	2	do	do	VBP
20214	154	3	not	not	RB
20214	154	4	need	need	VB
20214	154	5	to	to	TO
20214	154	6	write	write	VB
20214	154	7	it	-PRON-	PRP
20214	154	8	down	down	RP
20214	154	9	,	,	,
20214	154	10	however	however	RB
20214	154	11	,	,	,
20214	154	12	but	but	CC
20214	154	13	we	-PRON-	PRP
20214	154	14	can	can	MD
20214	154	15	immediately	immediately	RB
20214	154	16	move	move	VB
20214	154	17	the	the	DT
20214	154	18	indicator	indicator	NN
20214	154	19	to	to	IN
20214	154	20	15	15	CD
20214	154	21	on	on	IN
20214	154	22	the	the	DT
20214	154	23	C	C	NNP
20214	154	24	scale	scale	NN
20214	154	25	and	and	CC
20214	154	26	read	read	VBD
20214	154	27	the	the	DT
20214	154	28	final	final	JJ
20214	154	29	result	result	NN
20214	154	30	24	24	CD
20214	154	31	on	on	IN
20214	154	32	the	the	DT
20214	154	33	D	d	JJ
20214	154	34	scale	scale	NN
20214	154	35	under	under	IN
20214	154	36	the	the	DT
20214	154	37	hair	hair	NN
20214	154	38	-	-	HYPH
20214	154	39	line	line	NN
20214	154	40	.	.	.
20214	155	1	Let	let	VB
20214	155	2	us	-PRON-	PRP
20214	155	3	consider	consider	VB
20214	155	4	a	a	DT
20214	155	5	more	more	RBR
20214	155	6	complicated	complicated	JJ
20214	155	7	problem	problem	NN
20214	155	8	of	of	IN
20214	155	9	the	the	DT
20214	155	10	same	same	JJ
20214	155	11	type	type	NN
20214	155	12	:	:	:
20214	155	13	Example	example	NN
20214	155	14	55	55	CD
20214	155	15	:	:	:
20214	155	16	(	(	-LRB-
20214	155	17	30/7.5	30/7.5	NN
20214	155	18	)	)	-RRB-
20214	155	19	*	*	NFP
20214	155	20	(	(	-LRB-
20214	155	21	2/4	2/4	CD
20214	155	22	)	)	-RRB-
20214	155	23	*	*	NFP
20214	155	24	(	(	-LRB-
20214	155	25	4.5/5	4.5/5	NN
20214	155	26	)	)	-RRB-
20214	155	27	*	*	NFP
20214	155	28	(	(	-LRB-
20214	155	29	1.5/3	1.5/3	CD
20214	155	30	)	)	-RRB-
20214	155	31	=	=	NFP
20214	155	32	.9	.9	.
20214	155	33	First	first	JJ
20214	155	34	set	set	VBN
20214	155	35	indicator	indicator	NN
20214	155	36	over	over	IN
20214	155	37	30	30	CD
20214	155	38	on	on	IN
20214	155	39	the	the	DT
20214	155	40	D	d	JJ
20214	155	41	scale	scale	NN
20214	155	42	and	and	CC
20214	155	43	move	move	NN
20214	155	44	slider	slider	NN
20214	155	45	until	until	IN
20214	155	46	7.5	7.5	CD
20214	155	47	on	on	IN
20214	155	48	the	the	DT
20214	155	49	C	C	NNP
20214	155	50	scale	scale	NN
20214	155	51	comes	come	VBZ
20214	155	52	under	under	IN
20214	155	53	the	the	DT
20214	155	54	hairline	hairline	NN
20214	155	55	.	.	.
20214	156	1	The	the	DT
20214	156	2	intermediate	intermediate	JJ
20214	156	3	result	result	NN
20214	156	4	,	,	,
20214	156	5	4	4	CD
20214	156	6	,	,	,
20214	156	7	appears	appear	VBZ
20214	156	8	under	under	IN
20214	156	9	the	the	DT
20214	156	10	right	right	JJ
20214	156	11	-	-	HYPH
20214	156	12	hand	hand	NN
20214	156	13	index	index	NN
20214	156	14	of	of	IN
20214	156	15	the	the	DT
20214	156	16	C	C	NNP
20214	156	17	scale	scale	NN
20214	156	18	.	.	.
20214	157	1	We	-PRON-	PRP
20214	157	2	do	do	VBP
20214	157	3	not	not	RB
20214	157	4	need	need	VB
20214	157	5	to	to	TO
20214	157	6	write	write	VB
20214	157	7	it	-PRON-	PRP
20214	157	8	down	down	RP
20214	157	9	but	but	CC
20214	157	10	merely	merely	RB
20214	157	11	note	note	VB
20214	157	12	it	-PRON-	PRP
20214	157	13	by	by	IN
20214	157	14	moving	move	VBG
20214	157	15	the	the	DT
20214	157	16	indicator	indicator	NN
20214	157	17	until	until	IN
20214	157	18	the	the	DT
20214	157	19	hair	hair	NN
20214	157	20	-	-	HYPH
20214	157	21	line	line	NN
20214	157	22	is	be	VBZ
20214	157	23	over	over	IN
20214	157	24	the	the	DT
20214	157	25	right	right	JJ
20214	157	26	-	-	HYPH
20214	157	27	hand	hand	NN
20214	157	28	index	index	NN
20214	157	29	of	of	IN
20214	157	30	the	the	DT
20214	157	31	C	C	NNP
20214	157	32	scale	scale	NN
20214	157	33	.	.	.
20214	158	1	Now	now	RB
20214	158	2	we	-PRON-	PRP
20214	158	3	want	want	VBP
20214	158	4	to	to	TO
20214	158	5	multiply	multiply	VB
20214	158	6	this	this	DT
20214	158	7	result	result	NN
20214	158	8	by	by	IN
20214	158	9	2	2	CD
20214	158	10	,	,	,
20214	158	11	the	the	DT
20214	158	12	next	next	JJ
20214	158	13	factor	factor	NN
20214	158	14	in	in	IN
20214	158	15	the	the	DT
20214	158	16	numerator	numerator	NN
20214	158	17	.	.	.
20214	159	1	Since	since	IN
20214	159	2	two	two	CD
20214	159	3	is	be	VBZ
20214	159	4	out	out	RB
20214	159	5	beyond	beyond	IN
20214	159	6	the	the	DT
20214	159	7	body	body	NN
20214	159	8	of	of	IN
20214	159	9	the	the	DT
20214	159	10	rule	rule	NN
20214	159	11	,	,	,
20214	159	12	transfer	transfer	VB
20214	159	13	the	the	DT
20214	159	14	slider	slider	NN
20214	159	15	till	till	IN
20214	159	16	the	the	DT
20214	159	17	other	other	JJ
20214	159	18	(	(	-LRB-
20214	159	19	left	left	JJ
20214	159	20	-	-	HYPH
20214	159	21	hand	hand	NN
20214	159	22	)	)	-RRB-
20214	159	23	index	index	NN
20214	159	24	of	of	IN
20214	159	25	the	the	DT
20214	159	26	C	C	NNP
20214	159	27	scale	scale	NN
20214	159	28	is	be	VBZ
20214	159	29	under	under	IN
20214	159	30	the	the	DT
20214	159	31	hair	hair	NN
20214	159	32	-	-	HYPH
20214	159	33	line	line	NN
20214	159	34	,	,	,
20214	159	35	and	and	CC
20214	159	36	then	then	RB
20214	159	37	move	move	VB
20214	159	38	the	the	DT
20214	159	39	indicator	indicator	NN
20214	159	40	to	to	IN
20214	159	41	2	2	CD
20214	159	42	on	on	IN
20214	159	43	the	the	DT
20214	159	44	C	C	NNP
20214	159	45	scale	scale	NN
20214	159	46	.	.	.
20214	160	1	Thus	thus	RB
20214	160	2	,	,	,
20214	160	3	successive	successive	JJ
20214	160	4	division	division	NN
20214	160	5	and	and	CC
20214	160	6	multiplication	multiplication	NN
20214	160	7	is	be	VBZ
20214	160	8	continued	continue	VBN
20214	160	9	until	until	IN
20214	160	10	all	all	PDT
20214	160	11	the	the	DT
20214	160	12	factors	factor	NNS
20214	160	13	have	have	VBP
20214	160	14	been	be	VBN
20214	160	15	used	use	VBN
20214	160	16	.	.	.
20214	161	1	The	the	DT
20214	161	2	order	order	NN
20214	161	3	in	in	IN
20214	161	4	which	which	WDT
20214	161	5	the	the	DT
20214	161	6	factors	factor	NNS
20214	161	7	are	be	VBP
20214	161	8	taken	take	VBN
20214	161	9	does	do	VBZ
20214	161	10	not	not	RB
20214	161	11	affect	affect	VB
20214	161	12	the	the	DT
20214	161	13	result	result	NN
20214	161	14	.	.	.
20214	162	1	With	with	IN
20214	162	2	a	a	DT
20214	162	3	little	little	JJ
20214	162	4	practice	practice	NN
20214	162	5	you	-PRON-	PRP
20214	162	6	will	will	MD
20214	162	7	learn	learn	VB
20214	162	8	to	to	TO
20214	162	9	take	take	VB
20214	162	10	them	-PRON-	PRP
20214	162	11	in	in	IN
20214	162	12	the	the	DT
20214	162	13	order	order	NN
20214	162	14	which	which	WDT
20214	162	15	will	will	MD
20214	162	16	require	require	VB
20214	162	17	the	the	DT
20214	162	18	fewest	few	JJS
20214	162	19	settings	setting	NNS
20214	162	20	.	.	.
20214	163	1	The	the	DT
20214	163	2	following	follow	VBG
20214	163	3	examples	example	NNS
20214	163	4	are	be	VBP
20214	163	5	for	for	IN
20214	163	6	practice	practice	NN
20214	163	7	:	:	:
20214	163	8	Example	example	NN
20214	163	9	56	56	CD
20214	163	10	:	:	:
20214	163	11	(	(	-LRB-
20214	163	12	6/3.5	6/3.5	LS
20214	163	13	)	)	-RRB-
20214	163	14	*	*	NFP
20214	163	15	(	(	-LRB-
20214	163	16	4/5	4/5	CD
20214	163	17	)	)	-RRB-
20214	163	18	*	*	NFP
20214	163	19	(	(	-LRB-
20214	163	20	3.5/2.4	3.5/2.4	CD
20214	163	21	)	)	-RRB-
20214	163	22	*	*	NFP
20214	163	23	(	(	-LRB-
20214	163	24	2.8/7	2.8/7	CD
20214	163	25	)	)	-RRB-
20214	163	26	=	=	NFP
20214	163	27	.8	.8	.
20214	163	28	Example	example	NN
20214	163	29	57	57	CD
20214	163	30	:	:	:
20214	163	31	352	352	CD
20214	163	32	*	*	NFP
20214	163	33	(	(	-LRB-
20214	163	34	273/254	273/254	NNP
20214	163	35	)	)	-RRB-
20214	163	36	*	*	NFP
20214	163	37	(	(	-LRB-
20214	163	38	760/768	760/768	NNP
20214	163	39	)	)	-RRB-
20214	163	40	=	=	NFP
20214	163	41	374	374	CD
20214	163	42	An	an	DT
20214	163	43	alternative	alternative	JJ
20214	163	44	method	method	NN
20214	163	45	of	of	IN
20214	163	46	doing	do	VBG
20214	163	47	these	these	DT
20214	163	48	examples	example	NNS
20214	163	49	is	be	VBZ
20214	163	50	to	to	TO
20214	163	51	proceed	proceed	VB
20214	163	52	exactly	exactly	RB
20214	163	53	as	as	IN
20214	163	54	though	though	IN
20214	163	55	you	-PRON-	PRP
20214	163	56	were	be	VBD
20214	163	57	multiplying	multiply	VBG
20214	163	58	all	all	PDT
20214	163	59	the	the	DT
20214	163	60	factors	factor	NNS
20214	163	61	together	together	RB
20214	163	62	,	,	,
20214	163	63	except	except	IN
20214	163	64	that	that	IN
20214	163	65	whenever	whenever	WRB
20214	163	66	you	-PRON-	PRP
20214	163	67	come	come	VBP
20214	163	68	to	to	IN
20214	163	69	a	a	DT
20214	163	70	number	number	NN
20214	163	71	in	in	IN
20214	163	72	the	the	DT
20214	163	73	denominator	denominator	NN
20214	163	74	you	-PRON-	PRP
20214	163	75	use	use	VBP
20214	163	76	the	the	DT
20214	163	77	CI	CI	NNP
20214	163	78	scale	scale	NN
20214	163	79	instead	instead	RB
20214	163	80	of	of	IN
20214	163	81	the	the	DT
20214	163	82	C	C	NNP
20214	163	83	scale	scale	NN
20214	163	84	.	.	.
20214	164	1	The	the	DT
20214	164	2	reader	reader	NN
20214	164	3	is	be	VBZ
20214	164	4	advised	advise	VBN
20214	164	5	to	to	TO
20214	164	6	practice	practice	VB
20214	164	7	both	both	DT
20214	164	8	methods	method	NNS
20214	164	9	and	and	CC
20214	164	10	use	use	VBP
20214	164	11	whichever	whichever	WDT
20214	164	12	one	one	NN
20214	164	13	he	-PRON-	PRP
20214	164	14	likes	like	VBZ
20214	164	15	best	well	RBS
20214	164	16	.	.	.
20214	165	1	3	3	LS
20214	165	2	.	.	.
20214	166	1	The	the	DT
20214	166	2	area	area	NN
20214	166	3	of	of	IN
20214	166	4	a	a	DT
20214	166	5	circle	circle	NN
20214	166	6	.	.	.
20214	167	1	The	the	DT
20214	167	2	area	area	NN
20214	167	3	of	of	IN
20214	167	4	a	a	DT
20214	167	5	circle	circle	NN
20214	167	6	is	be	VBZ
20214	167	7	found	find	VBN
20214	167	8	by	by	IN
20214	167	9	multiplying	multiply	VBG
20214	167	10	3.1416	3.1416	CD
20214	167	11	=	=	SYM
20214	167	12	PI	pi	NN
20214	167	13	by	by	IN
20214	167	14	the	the	DT
20214	167	15	square	square	NN
20214	167	16	of	of	IN
20214	167	17	the	the	DT
20214	167	18	radius	radius	NN
20214	167	19	or	or	CC
20214	167	20	by	by	IN
20214	167	21	one	one	CD
20214	167	22	-	-	HYPH
20214	167	23	quarter	quarter	NN
20214	167	24	the	the	DT
20214	167	25	square	square	NN
20214	167	26	of	of	IN
20214	167	27	the	the	DT
20214	167	28	diameter	diameter	NN
20214	167	29	Formula	Formula	NNP
20214	167	30	:	:	:
20214	167	31	A	a	NN
20214	167	32	=	=	SYM
20214	167	33	PI	pi	NN
20214	167	34	*	*	NFP
20214	167	35	square	square	NN
20214	167	36	(	(	-LRB-
20214	167	37	R	r	NN
20214	167	38	)	)	-RRB-
20214	167	39	A	a	NN
20214	167	40	=	=	SYM
20214	167	41	PI	pi	NN
20214	167	42	*	*	NFP
20214	167	43	(	(	-LRB-
20214	167	44	square	square	NN
20214	167	45	(	(	-LRB-
20214	167	46	D	D	NNP
20214	167	47	)	)	-RRB-
20214	167	48	/	/	SYM
20214	167	49	4	4	CD
20214	167	50	)	)	-RRB-
20214	167	51	Example	example	NN
20214	167	52	58	58	CD
20214	167	53	:	:	:
20214	167	54	The	the	DT
20214	167	55	radius	radius	NN
20214	167	56	of	of	IN
20214	167	57	a	a	DT
20214	167	58	circle	circle	NN
20214	167	59	is	be	VBZ
20214	167	60	0.25	0.25	CD
20214	167	61	inches	inch	NNS
20214	167	62	;	;	:
20214	167	63	find	find	VB
20214	167	64	its	-PRON-	PRP$
20214	167	65	area	area	NN
20214	167	66	.	.	.
20214	168	1	Area	area	NN
20214	168	2	=	=	SYM
20214	168	3	PI	pi	NN
20214	168	4	*	*	NFP
20214	168	5	square(0.25	square(0.25	CD
20214	168	6	)	)	-RRB-
20214	168	7	=	=	NFP
20214	168	8	0.196	0.196	CD
20214	168	9	square	square	JJ
20214	168	10	inches	inch	NNS
20214	168	11	.	.	.
20214	169	1	Set	Set	VBN
20214	169	2	left	left	JJ
20214	169	3	-	-	HYPH
20214	169	4	hand	hand	NN
20214	169	5	index	index	NN
20214	169	6	of	of	IN
20214	169	7	C	C	NNP
20214	169	8	scale	scale	NN
20214	169	9	over	over	IN
20214	169	10	0.25	0.25	CD
20214	169	11	on	on	IN
20214	169	12	D	d	NN
20214	169	13	scale	scale	NN
20214	169	14	.	.	.
20214	170	1	square(0.25	square(0.25	LS
20214	170	2	)	)	-RRB-
20214	170	3	now	now	RB
20214	170	4	appears	appear	VBZ
20214	170	5	above	above	IN
20214	170	6	the	the	DT
20214	170	7	left	left	JJ
20214	170	8	-	-	HYPH
20214	170	9	hand	hand	NN
20214	170	10	index	index	NN
20214	170	11	of	of	IN
20214	170	12	the	the	DT
20214	170	13	B	b	NN
20214	170	14	scale	scale	NN
20214	170	15	.	.	.
20214	171	1	This	this	DT
20214	171	2	can	can	MD
20214	171	3	be	be	VB
20214	171	4	multiplied	multiply	VBN
20214	171	5	by	by	IN
20214	171	6	PI	PI	NNP
20214	171	7	by	by	IN
20214	171	8	moving	move	VBG
20214	171	9	the	the	DT
20214	171	10	indicator	indicator	NN
20214	171	11	to	to	IN
20214	171	12	PI	PI	NNP
20214	171	13	on	on	IN
20214	171	14	the	the	DT
20214	171	15	B	b	NN
20214	171	16	scale	scale	NN
20214	171	17	and	and	CC
20214	171	18	reading	read	VBG
20214	171	19	the	the	DT
20214	171	20	answer	answer	NN
20214	171	21	.196	.196	CD
20214	171	22	on	on	IN
20214	171	23	the	the	DT
20214	171	24	A	a	DT
20214	171	25	scale	scale	NN
20214	171	26	.	.	.
20214	172	1	This	this	DT
20214	172	2	is	be	VBZ
20214	172	3	an	an	DT
20214	172	4	example	example	NN
20214	172	5	where	where	WRB
20214	172	6	it	-PRON-	PRP
20214	172	7	is	be	VBZ
20214	172	8	convenient	convenient	JJ
20214	172	9	to	to	TO
20214	172	10	multiply	multiply	VB
20214	172	11	with	with	IN
20214	172	12	the	the	DT
20214	172	13	A	a	NN
20214	172	14	and	and	CC
20214	172	15	B	b	NN
20214	172	16	scales	scale	NNS
20214	172	17	.	.	.
20214	173	1	Example	example	NN
20214	173	2	59	59	CD
20214	173	3	:	:	:
20214	173	4	The	the	DT
20214	173	5	diameter	diameter	NN
20214	173	6	of	of	IN
20214	173	7	a	a	DT
20214	173	8	circle	circle	NN
20214	173	9	is	be	VBZ
20214	173	10	8.1	8.1	CD
20214	173	11	feet	foot	NNS
20214	173	12	.	.	.
20214	174	1	What	what	WP
20214	174	2	is	be	VBZ
20214	174	3	its	-PRON-	PRP$
20214	174	4	area	area	NN
20214	174	5	?	?	.
20214	175	1	Area	area	NN
20214	175	2	=	=	NFP
20214	175	3	(	(	-LRB-
20214	175	4	PI	pi	NN
20214	175	5	/	/	SYM
20214	175	6	4	4	CD
20214	175	7	)	)	-RRB-
20214	175	8	*	*	NFP
20214	175	9	square(8.1	square(8.1	CD
20214	175	10	)	)	-RRB-
20214	175	11	=	=	NFP
20214	175	12	.7854	.7854	NFP
20214	175	13	*	*	NFP
20214	175	14	square(8.1	square(8.1	CD
20214	175	15	)	)	-RRB-
20214	175	16	=	=	NFP
20214	175	17	51.7	51.7	CD
20214	175	18	sq	sq	NN
20214	175	19	.	.	.
20214	176	1	inches	inch	NNS
20214	176	2	.	.	.
20214	177	1	Set	Set	VBN
20214	177	2	right	right	JJ
20214	177	3	-	-	HYPH
20214	177	4	hand	hand	NN
20214	177	5	index	index	NN
20214	177	6	of	of	IN
20214	177	7	the	the	DT
20214	177	8	C	C	NNP
20214	177	9	scale	scale	NN
20214	177	10	over	over	IN
20214	177	11	8.1	8.1	CD
20214	177	12	on	on	IN
20214	177	13	the	the	DT
20214	177	14	D	d	JJ
20214	177	15	scale	scale	NN
20214	177	16	.	.	.
20214	178	1	Move	move	VB
20214	178	2	the	the	DT
20214	178	3	indicator	indicator	NN
20214	178	4	till	till	IN
20214	178	5	hair	hair	NN
20214	178	6	-	-	HYPH
20214	178	7	line	line	NN
20214	178	8	is	be	VBZ
20214	178	9	over	over	RB
20214	178	10	.7854	.7854	.
20214	178	11	(	(	-LRB-
20214	178	12	the	the	DT
20214	178	13	special	special	JJ
20214	178	14	long	long	JJ
20214	178	15	mark	mark	NN
20214	178	16	near	near	IN
20214	178	17	8)	8)	CD
20214	178	18	at	at	IN
20214	178	19	the	the	DT
20214	178	20	right	right	JJ
20214	178	21	hand	hand	NN
20214	178	22	of	of	IN
20214	178	23	the	the	DT
20214	178	24	B	b	NN
20214	178	25	scale	scale	NN
20214	178	26	.	.	.
20214	179	1	Read	read	VB
20214	179	2	the	the	DT
20214	179	3	answer	answer	NN
20214	179	4	under	under	IN
20214	179	5	the	the	DT
20214	179	6	hair	hair	NN
20214	179	7	-	-	HYPH
20214	179	8	line	line	NN
20214	179	9	on	on	IN
20214	179	10	the	the	DT
20214	179	11	A	a	DT
20214	179	12	scale	scale	NN
20214	179	13	.	.	.
20214	180	1	Another	another	DT
20214	180	2	way	way	NN
20214	180	3	of	of	IN
20214	180	4	finding	find	VBG
20214	180	5	the	the	DT
20214	180	6	area	area	NN
20214	180	7	of	of	IN
20214	180	8	a	a	DT
20214	180	9	circle	circle	NN
20214	180	10	is	be	VBZ
20214	180	11	to	to	TO
20214	180	12	set	set	VB
20214	180	13	7854	7854	CD
20214	180	14	on	on	IN
20214	180	15	the	the	DT
20214	180	16	B	b	NN
20214	180	17	scale	scale	NN
20214	180	18	to	to	IN
20214	180	19	one	one	CD
20214	180	20	of	of	IN
20214	180	21	the	the	DT
20214	180	22	indices	index	NNS
20214	180	23	of	of	IN
20214	180	24	the	the	DT
20214	180	25	A	a	DT
20214	180	26	scale	scale	NN
20214	180	27	,	,	,
20214	180	28	and	and	CC
20214	180	29	read	read	VBD
20214	180	30	the	the	DT
20214	180	31	area	area	NN
20214	180	32	from	from	IN
20214	180	33	the	the	DT
20214	180	34	B	b	NN
20214	180	35	scale	scale	NN
20214	180	36	directly	directly	RB
20214	180	37	above	above	IN
20214	180	38	the	the	DT
20214	180	39	given	give	VBN
20214	180	40	diameter	diameter	NN
20214	180	41	on	on	IN
20214	180	42	the	the	DT
20214	180	43	D	d	JJ
20214	180	44	scale	scale	NN
20214	180	45	.	.	.
20214	181	1	4	4	LS
20214	181	2	.	.	.
20214	182	1	The	the	DT
20214	182	2	circumference	circumference	NN
20214	182	3	of	of	IN
20214	182	4	a	a	DT
20214	182	5	circle	circle	NN
20214	182	6	.	.	.
20214	183	1	Set	Set	VBN
20214	183	2	the	the	DT
20214	183	3	index	index	NN
20214	183	4	of	of	IN
20214	183	5	the	the	DT
20214	183	6	B	B	NNP
20214	183	7	scale	scale	NN
20214	183	8	to	to	IN
20214	183	9	the	the	DT
20214	183	10	diameter	diameter	NN
20214	183	11	and	and	CC
20214	183	12	read	read	VB
20214	183	13	the	the	DT
20214	183	14	answer	answer	NN
20214	183	15	on	on	IN
20214	183	16	the	the	DT
20214	183	17	A	a	DT
20214	183	18	scale	scale	NN
20214	183	19	opposite	opposite	JJ
20214	183	20	PI	pi	NN
20214	183	21	on	on	IN
20214	183	22	the	the	DT
20214	183	23	B	b	NN
20214	183	24	scale	scale	NN
20214	183	25	Formula	formula	NN
20214	183	26	:	:	:
20214	183	27	C	C	NNP
20214	183	28	=	=	SYM
20214	183	29	PI	pi	NN
20214	183	30	*	*	NFP
20214	183	31	D	d	NN
20214	183	32	C	c	NN
20214	183	33	=	=	SYM
20214	183	34	2	2	CD
20214	183	35	*	*	NFP
20214	183	36	PI	pi	NN
20214	183	37	*	*	NFP
20214	183	38	R	r	NN
20214	183	39	Example	example	NN
20214	183	40	60	60	CD
20214	183	41	:	:	:
20214	183	42	The	the	DT
20214	183	43	diameter	diameter	NN
20214	183	44	of	of	IN
20214	183	45	a	a	DT
20214	183	46	circle	circle	NN
20214	183	47	is	be	VBZ
20214	183	48	1.54	1.54	CD
20214	183	49	inches	inch	NNS
20214	183	50	,	,	,
20214	183	51	what	what	WP
20214	183	52	is	be	VBZ
20214	183	53	its	-PRON-	PRP$
20214	183	54	circumference	circumference	NN
20214	183	55	?	?	.
20214	184	1	Set	set	VB
20214	184	2	the	the	DT
20214	184	3	left	left	JJ
20214	184	4	-	-	HYPH
20214	184	5	hand	hand	NN
20214	184	6	index	index	NN
20214	184	7	of	of	IN
20214	184	8	the	the	DT
20214	184	9	B	B	NNP
20214	184	10	scale	scale	NN
20214	184	11	to	to	IN
20214	184	12	1.54	1.54	CD
20214	184	13	on	on	IN
20214	184	14	the	the	DT
20214	184	15	A	a	DT
20214	184	16	scale	scale	NN
20214	184	17	.	.	.
20214	185	1	Read	read	VB
20214	185	2	the	the	DT
20214	185	3	circumference	circumference	NN
20214	185	4	4.85	4.85	CD
20214	185	5	inches	inch	NNS
20214	185	6	above	above	IN
20214	185	7	PI	pi	NN
20214	185	8	on	on	IN
20214	185	9	the	the	DT
20214	185	10	B	b	NN
20214	185	11	scale	scale	NN
20214	185	12	.	.	.
20214	186	1	EXAMPLES	examples	VB
20214	186	2	FOR	for	IN
20214	186	3	PRACTICE	practice	NN
20214	186	4	61	61	CD
20214	186	5	:	:	:
20214	186	6	What	what	WP
20214	186	7	is	be	VBZ
20214	186	8	the	the	DT
20214	186	9	area	area	NN
20214	186	10	of	of	IN
20214	186	11	a	a	DT
20214	186	12	circle	circle	NN
20214	186	13	32	32	CD
20214	186	14	-	-	HYPH
20214	186	15	1/2	1/2	CD
20214	186	16	inches	inch	NNS
20214	186	17	in	in	IN
20214	186	18	diameter	diameter	NN
20214	186	19	?	?	.
20214	187	1	Answer	Answer	NNP
20214	187	2	830	830	CD
20214	187	3	sq	sq	NN
20214	187	4	.	.	.
20214	188	1	inches	inch	NNS
20214	188	2	62	62	CD
20214	188	3	:	:	:
20214	188	4	What	what	WP
20214	188	5	is	be	VBZ
20214	188	6	the	the	DT
20214	188	7	area	area	NN
20214	188	8	of	of	IN
20214	188	9	a	a	DT
20214	188	10	circle	circle	NN
20214	188	11	24	24	CD
20214	188	12	inches	inch	NNS
20214	188	13	in	in	IN
20214	188	14	diameter	diameter	NN
20214	188	15	?	?	.
20214	189	1	Answer	Answer	NNP
20214	189	2	452	452	CD
20214	189	3	sq	sq	NN
20214	189	4	.	.	.
20214	190	1	inches	inch	NNS
20214	190	2	63	63	CD
20214	190	3	:	:	:
20214	190	4	What	what	WP
20214	190	5	is	be	VBZ
20214	190	6	the	the	DT
20214	190	7	circumference	circumference	NN
20214	190	8	of	of	IN
20214	190	9	a	a	DT
20214	190	10	circle	circle	NN
20214	190	11	whose	whose	WP$
20214	190	12	diameter	diameter	NN
20214	190	13	is	be	VBZ
20214	190	14	95	95	CD
20214	190	15	feet	foot	NNS
20214	190	16	?	?	.
20214	191	1	Answer	Answer	NNP
20214	191	2	298	298	CD
20214	191	3	ft	ft	NN
20214	191	4	.	.	NNP
20214	191	5	64	64	CD
20214	191	6	:	:	:
20214	191	7	What	what	WP
20214	191	8	is	be	VBZ
20214	191	9	the	the	DT
20214	191	10	circumference	circumference	NN
20214	191	11	of	of	IN
20214	191	12	a	a	DT
20214	191	13	circle	circle	NN
20214	191	14	whose	whose	WP$
20214	191	15	diameter	diameter	NN
20214	191	16	is	be	VBZ
20214	191	17	3.65	3.65	CD
20214	191	18	inches	inch	NNS
20214	191	19	?	?	.
20214	192	1	Answer	answer	NN
20214	192	2	11.5	11.5	CD
20214	192	3	inches	inch	NNS
20214	192	4	5	5	CD
20214	192	5	.	.	.
20214	193	1	Ratio	ratio	NN
20214	193	2	and	and	CC
20214	193	3	Proportion	proportion	NN
20214	193	4	.	.	.
20214	194	1	Example	example	NN
20214	194	2	65	65	CD
20214	194	3	:	:	SYM
20214	194	4	3	3	CD
20214	194	5	:	:	SYM
20214	194	6	7	7	CD
20214	194	7	:	:	:
20214	194	8	:	:	:
20214	194	9	4	4	LS
20214	194	10	:	:	:
20214	194	11	X	x	NN
20214	194	12	or	or	CC
20214	194	13	(	(	-LRB-
20214	194	14	3/7	3/7	CD
20214	194	15	)	)	-RRB-
20214	194	16	=	=	NFP
20214	194	17	(	(	-LRB-
20214	194	18	4	4	CD
20214	194	19	/	/	SYM
20214	194	20	x	x	LS
20214	194	21	)	)	-RRB-
20214	194	22	Find	Find	NNP
20214	194	23	X	x	NN
20214	194	24	Set	set	NN
20214	194	25	3	3	CD
20214	194	26	on	on	IN
20214	194	27	C	c	NN
20214	194	28	scale	scale	NN
20214	194	29	over	over	IN
20214	194	30	7	7	CD
20214	194	31	on	on	IN
20214	194	32	D	d	NN
20214	194	33	scale	scale	NN
20214	194	34	.	.	.
20214	195	1	Read	read	VB
20214	195	2	X	x	NN
20214	195	3	on	on	IN
20214	195	4	D	d	JJ
20214	195	5	scale	scale	NN
20214	195	6	under	under	IN
20214	195	7	4	4	CD
20214	195	8	on	on	IN
20214	195	9	C	c	NN
20214	195	10	scale	scale	NN
20214	195	11	.	.	.
20214	196	1	In	in	IN
20214	196	2	fact	fact	NN
20214	196	3	,	,	,
20214	196	4	any	any	DT
20214	196	5	number	number	NN
20214	196	6	on	on	IN
20214	196	7	the	the	DT
20214	196	8	C	C	NNP
20214	196	9	scale	scale	NN
20214	196	10	is	be	VBZ
20214	196	11	to	to	IN
20214	196	12	the	the	DT
20214	196	13	number	number	NN
20214	196	14	directly	directly	RB
20214	196	15	under	under	IN
20214	196	16	it	-PRON-	PRP
20214	196	17	on	on	IN
20214	196	18	the	the	DT
20214	196	19	D	d	JJ
20214	196	20	scale	scale	NN
20214	196	21	as	as	IN
20214	196	22	3	3	CD
20214	196	23	is	be	VBZ
20214	196	24	to	to	IN
20214	196	25	7	7	CD
20214	196	26	.	.	.
20214	197	1	PRACTICAL	practical	NN
20214	197	2	PROBLEMS	problem	NNS
20214	197	3	SOLVED	solve	VBN
20214	197	4	BY	by	IN
20214	197	5	SLIDE	SLIDE	NNP
20214	197	6	RULE	RULE	NNP
20214	197	7	1	1	CD
20214	197	8	.	.	.
20214	198	1	Discount	discount	NN
20214	198	2	.	.	.
20214	199	1	A	a	DT
20214	199	2	firm	firm	NN
20214	199	3	buys	buy	VBZ
20214	199	4	a	a	DT
20214	199	5	typewriter	typewriter	NN
20214	199	6	with	with	IN
20214	199	7	a	a	DT
20214	199	8	list	list	NN
20214	199	9	price	price	NN
20214	199	10	of	of	IN
20214	199	11	$	$	$
20214	199	12	150	150	CD
20214	199	13	,	,	,
20214	199	14	subject	subject	JJ
20214	199	15	to	to	IN
20214	199	16	a	a	DT
20214	199	17	discount	discount	NN
20214	199	18	of	of	IN
20214	199	19	20	20	CD
20214	199	20	%	%	NN
20214	199	21	and	and	CC
20214	199	22	10	10	CD
20214	199	23	%	%	NN
20214	199	24	.	.	.
20214	200	1	How	how	WRB
20214	200	2	much	much	JJ
20214	200	3	does	do	VBZ
20214	200	4	it	-PRON-	PRP
20214	200	5	pay	pay	VB
20214	200	6	?	?	.
20214	201	1	A	a	DT
20214	201	2	discount	discount	NN
20214	201	3	of	of	IN
20214	201	4	20	20	CD
20214	201	5	%	%	NN
20214	201	6	means	mean	VBZ
20214	201	7	0.8	0.8	CD
20214	201	8	of	of	IN
20214	201	9	the	the	DT
20214	201	10	list	list	NN
20214	201	11	price	price	NN
20214	201	12	,	,	,
20214	201	13	and	and	CC
20214	201	14	10	10	CD
20214	201	15	%	%	NN
20214	201	16	more	more	JJR
20214	201	17	means	mean	NNS
20214	201	18	0.8	0.8	CD
20214	201	19	X	x	NN
20214	201	20	0.9	0.9	CD
20214	201	21	X	x	NN
20214	201	22	150	150	CD
20214	201	23	=	=	SYM
20214	201	24	108	108	CD
20214	201	25	.	.	.
20214	202	1	To	to	TO
20214	202	2	do	do	VB
20214	202	3	this	this	DT
20214	202	4	on	on	IN
20214	202	5	the	the	DT
20214	202	6	slide	slide	NN
20214	202	7	rule	rule	NN
20214	202	8	,	,	,
20214	202	9	put	put	VBD
20214	202	10	the	the	DT
20214	202	11	index	index	NN
20214	202	12	of	of	IN
20214	202	13	the	the	DT
20214	202	14	C	C	NNP
20214	202	15	scale	scale	NN
20214	202	16	opposite	opposite	JJ
20214	202	17	8	8	CD
20214	202	18	on	on	IN
20214	202	19	the	the	DT
20214	202	20	D	d	JJ
20214	202	21	scale	scale	NN
20214	202	22	and	and	CC
20214	202	23	move	move	VB
20214	202	24	the	the	DT
20214	202	25	indicator	indicator	NN
20214	202	26	to	to	IN
20214	202	27	9	9	CD
20214	202	28	on	on	IN
20214	202	29	the	the	DT
20214	202	30	C	C	NNP
20214	202	31	scale	scale	NN
20214	202	32	.	.	.
20214	203	1	Then	then	RB
20214	203	2	move	move	VB
20214	203	3	the	the	DT
20214	203	4	slider	slider	NN
20214	203	5	till	till	IN
20214	203	6	the	the	DT
20214	203	7	right	right	JJ
20214	203	8	-	-	HYPH
20214	203	9	hand	hand	NN
20214	203	10	index	index	NN
20214	203	11	of	of	IN
20214	203	12	the	the	DT
20214	203	13	C	C	NNP
20214	203	14	scale	scale	NN
20214	203	15	is	be	VBZ
20214	203	16	under	under	IN
20214	203	17	the	the	DT
20214	203	18	hairline	hairline	NN
20214	203	19	.	.	.
20214	204	1	Now	now	RB
20214	204	2	,	,	,
20214	204	3	move	move	VB
20214	204	4	the	the	DT
20214	204	5	indicator	indicator	NN
20214	204	6	to	to	IN
20214	204	7	150	150	CD
20214	204	8	on	on	IN
20214	204	9	the	the	DT
20214	204	10	C	C	NNP
20214	204	11	scale	scale	NN
20214	204	12	and	and	CC
20214	204	13	read	read	VB
20214	204	14	the	the	DT
20214	204	15	answer	answer	NN
20214	204	16	$	$	$
20214	204	17	108	108	CD
20214	204	18	on	on	IN
20214	204	19	the	the	DT
20214	204	20	D	d	JJ
20214	204	21	scale	scale	NN
20214	204	22	.	.	.
20214	205	1	Notice	notice	VB
20214	205	2	that	that	IN
20214	205	3	in	in	IN
20214	205	4	this	this	DT
20214	205	5	,	,	,
20214	205	6	as	as	IN
20214	205	7	in	in	IN
20214	205	8	many	many	JJ
20214	205	9	practical	practical	JJ
20214	205	10	problems	problem	NNS
20214	205	11	,	,	,
20214	205	12	there	there	EX
20214	205	13	is	be	VBZ
20214	205	14	no	no	DT
20214	205	15	question	question	NN
20214	205	16	about	about	IN
20214	205	17	where	where	WRB
20214	205	18	the	the	DT
20214	205	19	decimal	decimal	JJ
20214	205	20	point	point	NN
20214	205	21	should	should	MD
20214	205	22	go	go	VB
20214	205	23	.	.	.
20214	206	1	2	2	LS
20214	206	2	.	.	.
20214	207	1	Sales	sale	NNS
20214	207	2	Tax	Tax	NNP
20214	207	3	.	.	.
20214	208	1	A	a	DT
20214	208	2	man	man	NN
20214	208	3	buys	buy	VBZ
20214	208	4	an	an	DT
20214	208	5	article	article	NN
20214	208	6	worth	worth	JJ
20214	208	7	$	$	$
20214	208	8	12	12	CD
20214	208	9	and	and	CC
20214	208	10	he	-PRON-	PRP
20214	208	11	must	must	MD
20214	208	12	pay	pay	VB
20214	208	13	a	a	DT
20214	208	14	sales	sale	NNS
20214	208	15	tax	tax	NN
20214	208	16	of	of	IN
20214	208	17	1.5	1.5	CD
20214	208	18	%	%	NN
20214	208	19	.	.	.
20214	209	1	How	how	WRB
20214	209	2	much	much	JJ
20214	209	3	does	do	VBZ
20214	209	4	he	-PRON-	PRP
20214	209	5	pay	pay	VB
20214	209	6	?	?	.
20214	210	1	A	a	DT
20214	210	2	tax	tax	NN
20214	210	3	of	of	IN
20214	210	4	1.5	1.5	CD
20214	210	5	%	%	NN
20214	210	6	means	mean	VBZ
20214	210	7	he	-PRON-	PRP
20214	210	8	must	must	MD
20214	210	9	pay	pay	VB
20214	210	10	1.015	1.015	CD
20214	210	11	*	*	NFP
20214	210	12	12.00	12.00	CD
20214	210	13	.	.	.
20214	211	1	Set	Set	VBN
20214	211	2	index	index	NN
20214	211	3	of	of	IN
20214	211	4	C	C	NNP
20214	211	5	scale	scale	NN
20214	211	6	at	at	IN
20214	211	7	1.015	1.015	CD
20214	211	8	on	on	IN
20214	211	9	D	d	JJ
20214	211	10	scale	scale	NN
20214	211	11	.	.	.
20214	212	1	Move	move	NN
20214	212	2	indicator	indicator	NN
20214	212	3	to	to	IN
20214	212	4	12	12	CD
20214	212	5	on	on	IN
20214	212	6	C	c	NN
20214	212	7	scale	scale	NN
20214	212	8	and	and	CC
20214	212	9	read	read	VB
20214	212	10	the	the	DT
20214	212	11	answer	answer	NN
20214	212	12	$	$	$
20214	212	13	12.18	12.18	CD
20214	212	14	on	on	IN
20214	212	15	the	the	DT
20214	212	16	D	d	JJ
20214	212	17	scale	scale	NN
20214	212	18	.	.	.
20214	213	1	A	a	DT
20214	213	2	longer	long	JJR
20214	213	3	but	but	CC
20214	213	4	more	more	RBR
20214	213	5	accurate	accurate	JJ
20214	213	6	way	way	NN
20214	213	7	is	be	VBZ
20214	213	8	to	to	TO
20214	213	9	multiply	multiply	VB
20214	213	10	12	12	CD
20214	213	11	*	*	NFP
20214	213	12	.015	.015	CD
20214	213	13	and	and	CC
20214	213	14	add	add	VB
20214	213	15	the	the	DT
20214	213	16	result	result	NN
20214	213	17	to	to	IN
20214	213	18	$	$	$
20214	213	19	12	12	CD
20214	213	20	.	.	.
20214	214	1	3	3	LS
20214	214	2	.	.	.
20214	215	1	Unit	Unit	NNP
20214	215	2	Price	Price	NNP
20214	215	3	.	.	.
20214	216	1	A	a	DT
20214	216	2	motorist	motorist	NN
20214	216	3	buys	buy	VBZ
20214	216	4	17	17	CD
20214	216	5	gallons	gallon	NNS
20214	216	6	of	of	IN
20214	216	7	gas	gas	NN
20214	216	8	at	at	IN
20214	216	9	19.5	19.5	CD
20214	216	10	cents	cent	NNS
20214	216	11	per	per	IN
20214	216	12	gallon	gallon	NN
20214	216	13	.	.	.
20214	217	1	How	how	WRB
20214	217	2	much	much	JJ
20214	217	3	does	do	VBZ
20214	217	4	he	-PRON-	PRP
20214	217	5	pay	pay	VB
20214	217	6	?	?	.
20214	218	1	Set	Set	VBN
20214	218	2	index	index	NN
20214	218	3	of	of	IN
20214	218	4	C	C	NNP
20214	218	5	scale	scale	NN
20214	218	6	at	at	IN
20214	218	7	17	17	CD
20214	218	8	on	on	IN
20214	218	9	D	d	NN
20214	218	10	scale	scale	NN
20214	218	11	and	and	CC
20214	218	12	move	move	NN
20214	218	13	indicator	indicator	NN
20214	218	14	to	to	IN
20214	218	15	19.5	19.5	CD
20214	218	16	on	on	IN
20214	218	17	C	c	NN
20214	218	18	scale	scale	NN
20214	218	19	and	and	CC
20214	218	20	read	read	VB
20214	218	21	the	the	DT
20214	218	22	answer	answer	NN
20214	218	23	$	$	$
20214	218	24	3.32	3.32	CD
20214	218	25	on	on	IN
20214	218	26	the	the	DT
20214	218	27	D	d	JJ
20214	218	28	scale	scale	NN
20214	218	29	.	.	.
20214	219	1	4	4	LS
20214	219	2	.	.	.
20214	220	1	Gasoline	Gasoline	NNP
20214	220	2	Mileage	Mileage	NNP
20214	220	3	.	.	.
20214	221	1	An	an	DT
20214	221	2	automobile	automobile	NN
20214	221	3	goes	go	VBZ
20214	221	4	175	175	CD
20214	221	5	miles	mile	NNS
20214	221	6	on	on	IN
20214	221	7	12	12	CD
20214	221	8	gallons	gallon	NNS
20214	221	9	of	of	IN
20214	221	10	gas	gas	NN
20214	221	11	.	.	.
20214	222	1	What	what	WP
20214	222	2	is	be	VBZ
20214	222	3	the	the	DT
20214	222	4	average	average	JJ
20214	222	5	gasoline	gasoline	NN
20214	222	6	consumption	consumption	NN
20214	222	7	?	?	.
20214	223	1	Set	Set	VBN
20214	223	2	indicator	indicator	NN
20214	223	3	over	over	IN
20214	223	4	175	175	CD
20214	223	5	on	on	IN
20214	223	6	D	d	NN
20214	223	7	scale	scale	NN
20214	223	8	and	and	CC
20214	223	9	move	move	NN
20214	223	10	slider	slider	NN
20214	223	11	till	till	IN
20214	223	12	12	12	CD
20214	223	13	is	be	VBZ
20214	223	14	under	under	IN
20214	223	15	hair	hair	NN
20214	223	16	-	-	HYPH
20214	223	17	line	line	NN
20214	223	18	.	.	.
20214	224	1	Read	read	VB
20214	224	2	the	the	DT
20214	224	3	answer	answer	NN
20214	224	4	14.6	14.6	CD
20214	224	5	miles	mile	NNS
20214	224	6	per	per	IN
20214	224	7	gallon	gallon	NN
20214	224	8	on	on	IN
20214	224	9	the	the	DT
20214	224	10	D	d	JJ
20214	224	11	scale	scale	NN
20214	224	12	under	under	IN
20214	224	13	the	the	DT
20214	224	14	left	left	JJ
20214	224	15	-	-	HYPH
20214	224	16	hand	hand	NN
20214	224	17	index	index	NN
20214	224	18	of	of	IN
20214	224	19	the	the	DT
20214	224	20	C	C	NNP
20214	224	21	scale	scale	NN
20214	224	22	.	.	.
20214	225	1	5	5	CD
20214	225	2	.	.	.
20214	226	1	Average	average	JJ
20214	226	2	Speed	speed	NN
20214	226	3	.	.	.
20214	227	1	A	a	DT
20214	227	2	motorist	motorist	NN
20214	227	3	makes	make	VBZ
20214	227	4	a	a	DT
20214	227	5	trip	trip	NN
20214	227	6	of	of	IN
20214	227	7	256	256	CD
20214	227	8	miles	mile	NNS
20214	227	9	in	in	IN
20214	227	10	7.5	7.5	CD
20214	227	11	hours	hour	NNS
20214	227	12	.	.	.
20214	228	1	What	what	WP
20214	228	2	is	be	VBZ
20214	228	3	his	-PRON-	PRP$
20214	228	4	average	average	JJ
20214	228	5	speed	speed	NN
20214	228	6	?	?	.
20214	229	1	Set	Set	VBN
20214	229	2	indicator	indicator	NN
20214	229	3	over	over	IN
20214	229	4	256	256	CD
20214	229	5	on	on	IN
20214	229	6	D	d	JJ
20214	229	7	scale	scale	NN
20214	229	8	.	.	.
20214	230	1	Move	move	VB
20214	230	2	slider	slider	NN
20214	230	3	till	till	IN
20214	230	4	7.5	7.5	CD
20214	230	5	on	on	IN
20214	230	6	the	the	DT
20214	230	7	C	C	NNP
20214	230	8	scale	scale	NN
20214	230	9	is	be	VBZ
20214	230	10	under	under	IN
20214	230	11	the	the	DT
20214	230	12	hair	hair	NN
20214	230	13	-	-	HYPH
20214	230	14	line	line	NN
20214	230	15	.	.	.
20214	231	1	Read	read	VB
20214	231	2	the	the	DT
20214	231	3	answer	answer	NN
20214	231	4	34.2	34.2	CD
20214	231	5	miles	mile	NNS
20214	231	6	per	per	IN
20214	231	7	hour	hour	NN
20214	231	8	under	under	IN
20214	231	9	the	the	DT
20214	231	10	right	right	JJ
20214	231	11	-	-	HYPH
20214	231	12	hand	hand	NN
20214	231	13	index	index	NN
20214	231	14	of	of	IN
20214	231	15	the	the	DT
20214	231	16	C	C	NNP
20214	231	17	scale	scale	NN
20214	231	18	.	.	.
20214	232	1	6	6	CD
20214	232	2	.	.	.
20214	233	1	Decimal	Decimal	NNP
20214	233	2	Parts	Parts	NNPS
20214	233	3	of	of	IN
20214	233	4	an	an	DT
20214	233	5	Inch	Inch	NNP
20214	233	6	.	.	.
20214	234	1	What	what	WP
20214	234	2	is	be	VBZ
20214	234	3	5/16	5/16	CD
20214	234	4	of	of	IN
20214	234	5	an	an	DT
20214	234	6	inch	inch	NN
20214	234	7	expressed	express	VBN
20214	234	8	as	as	IN
20214	234	9	decimal	decimal	JJ
20214	234	10	fraction	fraction	NN
20214	234	11	?	?	.
20214	235	1	Set	Set	VBN
20214	235	2	16	16	CD
20214	235	3	on	on	IN
20214	235	4	C	c	NN
20214	235	5	scale	scale	NN
20214	235	6	over	over	IN
20214	235	7	5	5	CD
20214	235	8	on	on	IN
20214	235	9	D	d	JJ
20214	235	10	scale	scale	NN
20214	235	11	and	and	CC
20214	235	12	read	read	VB
20214	235	13	the	the	DT
20214	235	14	result	result	NN
20214	235	15	.3125	.3125	.
20214	235	16	inches	inch	NNS
20214	235	17	on	on	IN
20214	235	18	the	the	DT
20214	235	19	D	d	JJ
20214	235	20	scale	scale	NN
20214	235	21	under	under	IN
20214	235	22	the	the	DT
20214	235	23	left	left	JJ
20214	235	24	-	-	HYPH
20214	235	25	hand	hand	NN
20214	235	26	index	index	NN
20214	235	27	of	of	IN
20214	235	28	the	the	DT
20214	235	29	C	C	NNP
20214	235	30	scale	scale	NN
20214	235	31	.	.	.
20214	236	1	7	7	LS
20214	236	2	.	.	.
20214	237	1	Physics	physics	NN
20214	237	2	.	.	.
20214	238	1	A	a	DT
20214	238	2	certain	certain	JJ
20214	238	3	quantity	quantity	NN
20214	238	4	of	of	IN
20214	238	5	gas	gas	NN
20214	238	6	occupies	occupie	NNS
20214	238	7	1200	1200	CD
20214	238	8	cubic	cubic	JJ
20214	238	9	centimeters	centimeter	NNS
20214	238	10	at	at	IN
20214	238	11	a	a	DT
20214	238	12	temperature	temperature	NN
20214	238	13	of	of	IN
20214	238	14	15	15	CD
20214	238	15	degrees	degree	NNS
20214	238	16	C	c	NN
20214	238	17	and	and	CC
20214	238	18	740	740	CD
20214	238	19	millimeters	millimeter	NNS
20214	238	20	pressure	pressure	NN
20214	238	21	.	.	.
20214	239	1	What	what	WDT
20214	239	2	volume	volume	NN
20214	239	3	does	do	VBZ
20214	239	4	it	-PRON-	PRP
20214	239	5	occupy	occupy	VB
20214	239	6	at	at	IN
20214	239	7	0	0	CD
20214	239	8	degrees	degree	NNS
20214	239	9	C	c	NN
20214	239	10	and	and	CC
20214	239	11	760	760	CD
20214	239	12	millimeters	millimeter	NNS
20214	239	13	pressure	pressure	NN
20214	239	14	?	?	.
20214	240	1	Volume	volume	NN
20214	240	2	=	=	SYM
20214	240	3	1200	1200	CD
20214	240	4	X	x	NN
20214	240	5	(	(	-LRB-
20214	240	6	740/760	740/760	NN
20214	240	7	)	)	-RRB-
20214	240	8	*	*	NFP
20214	240	9	(	(	-LRB-
20214	240	10	273/288	273/288	NN
20214	240	11	)	)	-RRB-
20214	240	12	=	=	NFP
20214	240	13	1100	1100	CD
20214	240	14	cubic	cubic	JJ
20214	240	15	cm	cm	NNS
20214	240	16	.	.	.
20214	241	1	Set	Set	NNP
20214	241	2	760	760	CD
20214	241	3	on	on	IN
20214	241	4	C	c	NN
20214	241	5	scale	scale	NN
20214	241	6	over	over	IN
20214	241	7	12	12	CD
20214	241	8	on	on	IN
20214	241	9	D	d	JJ
20214	241	10	scale	scale	NN
20214	241	11	.	.	.
20214	242	1	Move	move	NN
20214	242	2	indicator	indicator	NN
20214	242	3	to	to	IN
20214	242	4	740	740	CD
20214	242	5	on	on	IN
20214	242	6	C	c	NN
20214	242	7	scale	scale	NN
20214	242	8	.	.	.
20214	243	1	Move	move	VB
20214	243	2	slider	slider	NN
20214	243	3	till	till	IN
20214	243	4	288	288	CD
20214	243	5	on	on	IN
20214	243	6	C	c	NN
20214	243	7	scale	scale	NN
20214	243	8	is	be	VBZ
20214	243	9	under	under	IN
20214	243	10	hair	hair	NN
20214	243	11	-	-	HYPH
20214	243	12	line	line	NN
20214	243	13	.	.	.
20214	244	1	Move	move	NN
20214	244	2	indicator	indicator	NN
20214	244	3	to	to	IN
20214	244	4	273	273	CD
20214	244	5	on	on	IN
20214	244	6	C	c	NN
20214	244	7	scale	scale	NN
20214	244	8	.	.	.
20214	245	1	Read	read	VB
20214	245	2	answer	answer	NN
20214	245	3	,	,	,
20214	245	4	1110	1110	CD
20214	245	5	,	,	,
20214	245	6	under	under	IN
20214	245	7	hair	hair	NN
20214	245	8	-	-	HYPH
20214	245	9	line	line	NN
20214	245	10	on	on	IN
20214	245	11	D	d	JJ
20214	245	12	scale	scale	NN
20214	245	13	.	.	.
20214	246	1	8	8	LS
20214	246	2	.	.	.
20214	247	1	Chemistry	chemistry	NN
20214	247	2	.	.	.
20214	248	1	How	how	WRB
20214	248	2	many	many	JJ
20214	248	3	grams	gram	NNS
20214	248	4	of	of	IN
20214	248	5	hydrogen	hydrogen	NN
20214	248	6	are	be	VBP
20214	248	7	formed	form	VBN
20214	248	8	when	when	WRB
20214	248	9	80	80	CD
20214	248	10	grams	gram	NNS
20214	248	11	of	of	IN
20214	248	12	zinc	zinc	NN
20214	248	13	react	react	VBP
20214	248	14	with	with	IN
20214	248	15	sufficient	sufficient	JJ
20214	248	16	hydrochloric	hydrochloric	JJ
20214	248	17	acid	acid	NN
20214	248	18	to	to	TO
20214	248	19	dissolve	dissolve	VB
20214	248	20	the	the	DT
20214	248	21	metal	metal	NN
20214	248	22	?	?	.
20214	249	1	(	(	-LRB-
20214	249	2	80	80	CD
20214	249	3	/	/	SYM
20214	249	4	X	x	NN
20214	249	5	)	)	-RRB-
20214	249	6	=	=	NFP
20214	249	7	(	(	-LRB-
20214	249	8	65.4	65.4	CD
20214	249	9	/	/	SYM
20214	249	10	2.01	2.01	CD
20214	249	11	)	)	-RRB-
20214	249	12	Set	Set	VBN
20214	249	13	65.4	65.4	CD
20214	249	14	on	on	IN
20214	249	15	C	C	NNP
20214	249	16	scale	scale	NN
20214	249	17	over	over	IN
20214	249	18	2.01	2.01	CD
20214	249	19	on	on	IN
20214	249	20	D	d	JJ
20214	249	21	scale	scale	NN
20214	249	22	.	.	.
20214	250	1	Read	read	VB
20214	250	2	X	X	NNP
20214	250	3	=	=	SYM
20214	250	4	2.46	2.46	CD
20214	250	5	grams	gram	NNS
20214	250	6	under	under	IN
20214	250	7	80	80	CD
20214	250	8	on	on	IN
20214	250	9	C	c	NN
20214	250	10	scale	scale	NN
20214	250	11	.	.	.
20214	251	1	In	in	IN
20214	251	2	conclusion	conclusion	NN
20214	251	3	,	,	,
20214	251	4	we	-PRON-	PRP
20214	251	5	want	want	VBP
20214	251	6	to	to	TO
20214	251	7	impress	impress	VB
20214	251	8	upon	upon	IN
20214	251	9	those	those	DT
20214	251	10	to	to	TO
20214	251	11	whom	whom	WP
20214	251	12	the	the	DT
20214	251	13	slide	slide	NN
20214	251	14	rule	rule	NN
20214	251	15	is	be	VBZ
20214	251	16	a	a	DT
20214	251	17	new	new	JJ
20214	251	18	method	method	NN
20214	251	19	of	of	IN
20214	251	20	doing	do	VBG
20214	251	21	their	-PRON-	PRP$
20214	251	22	mathematical	mathematical	JJ
20214	251	23	calculations	calculation	NNS
20214	251	24	,	,	,
20214	251	25	and	and	CC
20214	251	26	also	also	RB
20214	251	27	the	the	DT
20214	251	28	experienced	experienced	JJ
20214	251	29	operator	operator	NN
20214	251	30	of	of	IN
20214	251	31	a	a	DT
20214	251	32	slide	slide	NN
20214	251	33	rule	rule	NN
20214	251	34	,	,	,
20214	251	35	that	that	IN
20214	251	36	if	if	IN
20214	251	37	they	-PRON-	PRP
20214	251	38	will	will	MD
20214	251	39	form	form	VB
20214	251	40	a	a	DT
20214	251	41	habit	habit	NN
20214	251	42	of	of	IN
20214	251	43	,	,	,
20214	251	44	and	and	CC
20214	251	45	apply	apply	VB
20214	251	46	themselves	-PRON-	PRP
20214	251	47	to	to	IN
20214	251	48	,	,	,
20214	251	49	using	use	VBG
20214	251	50	a	a	DT
20214	251	51	slide	slide	NN
20214	251	52	rule	rule	NN
20214	251	53	at	at	IN
20214	251	54	work	work	NN
20214	251	55	,	,	,
20214	251	56	study	study	NN
20214	251	57	,	,	,
20214	251	58	or	or	CC
20214	251	59	during	during	IN
20214	251	60	recreations	recreation	NNS
20214	251	61	,	,	,
20214	251	62	they	-PRON-	PRP
20214	251	63	will	will	MD
20214	251	64	be	be	VB
20214	251	65	well	well	RB
20214	251	66	rewarded	reward	VBN
20214	251	67	in	in	IN
20214	251	68	the	the	DT
20214	251	69	saving	saving	NN
20214	251	70	of	of	IN
20214	251	71	time	time	NN
20214	251	72	and	and	CC
20214	251	73	energy	energy	NN
20214	251	74	.	.	.
20214	252	1	ALWAYS	alway	NNS
20214	252	2	HAVE	have	VBP
20214	252	3	YOUR	your	PRP$
20214	252	4	SLIDE	slide	NN
20214	252	5	RULE	rule	NN
20214	252	6	AND	and	CC
20214	252	7	INSTRUCTION	instruction	NN
20214	252	8	BOOK	BOOK	NNP
20214	252	9	WITH	with	IN
20214	252	10	YOU	you	PRP
20214	252	11	,	,	,
20214	252	12	the	the	DT
20214	252	13	same	same	JJ
20214	252	14	as	as	IN
20214	252	15	you	-PRON-	PRP
20214	252	16	would	would	MD
20214	252	17	a	a	DT
20214	252	18	fountain	fountain	NN
20214	252	19	pen	pen	NN
20214	252	20	or	or	CC
20214	252	21	pencil	pencil	NN
20214	252	22	.	.	.
20214	253	1	The	the	DT
20214	253	2	present	present	JJ
20214	253	3	day	day	NN
20214	253	4	wonders	wonder	NNS
20214	253	5	of	of	IN
20214	253	6	the	the	DT
20214	253	7	twentieth	twentieth	JJ
20214	253	8	century	century	NN
20214	253	9	prove	prove	VBP
20214	253	10	that	that	IN
20214	253	11	there	there	EX
20214	253	12	is	be	VBZ
20214	253	13	no	no	DT
20214	253	14	end	end	NN
20214	253	15	to	to	IN
20214	253	16	what	what	WP
20214	253	17	an	an	DT
20214	253	18	individual	individual	NN
20214	253	19	can	can	MD
20214	253	20	accomplish	accomplish	VB
20214	253	21	--	--	:
20214	253	22	the	the	DT
20214	253	23	same	same	JJ
20214	253	24	applies	apply	VBZ
20214	253	25	to	to	IN
20214	253	26	the	the	DT
20214	253	27	slide	slide	NN
20214	253	28	rule	rule	NN
20214	253	29	.	.	.
20214	254	1	You	-PRON-	PRP
20214	254	2	will	will	MD
20214	254	3	find	find	VB
20214	254	4	after	after	IN
20214	254	5	practice	practice	NN
20214	254	6	that	that	IN
20214	254	7	you	-PRON-	PRP
20214	254	8	will	will	MD
20214	254	9	be	be	VB
20214	254	10	able	able	JJ
20214	254	11	to	to	TO
20214	254	12	do	do	VB
20214	254	13	many	many	JJ
20214	254	14	specialized	specialized	JJ
20214	254	15	problems	problem	NNS
20214	254	16	that	that	WDT
20214	254	17	are	be	VBP
20214	254	18	not	not	RB
20214	254	19	outlined	outline	VBN
20214	254	20	in	in	IN
20214	254	21	this	this	DT
20214	254	22	instruction	instruction	NN
20214	254	23	book	book	NN
20214	254	24	.	.	.
20214	255	1	It	-PRON-	PRP
20214	255	2	depends	depend	VBZ
20214	255	3	entirely	entirely	RB
20214	255	4	upon	upon	IN
20214	255	5	your	-PRON-	PRP$
20214	255	6	ability	ability	NN
20214	255	7	to	to	TO
20214	255	8	do	do	VB
20214	255	9	what	what	WP
20214	255	10	we	-PRON-	PRP
20214	255	11	advocate	advocate	VBP
20214	255	12	and	and	CC
20214	255	13	to	to	TO
20214	255	14	be	be	VB
20214	255	15	slide	slide	NN
20214	255	16	-	-	HYPH
20214	255	17	rule	rule	NN
20214	255	18	conscious	conscious	JJ
20214	255	19	in	in	IN
20214	255	20	all	all	DT
20214	255	21	your	-PRON-	PRP$
20214	255	22	mathematical	mathematical	JJ
20214	255	23	problems	problem	NNS
20214	255	24	.	.	.
20214	256	1	CONVERSION	CONVERSION	NNP
20214	256	2	FACTORS	FACTORS	NNP
20214	256	3	1	1	CD
20214	256	4	.	.	.
20214	257	1	Length	length	NN
20214	257	2	1	1	CD
20214	257	3	mile	mile	NN
20214	257	4	=	=	SYM
20214	257	5	5280	5280	CD
20214	257	6	feet	foot	NNS
20214	257	7	=	=	SYM
20214	257	8	1760	1760	CD
20214	257	9	yards	yard	NNS
20214	257	10	1	1	CD
20214	257	11	inch	inch	NN
20214	257	12	=	=	SYM
20214	257	13	2.54	2.54	CD
20214	257	14	centimeters	centimeter	NNS
20214	257	15	1	1	CD
20214	257	16	meter	meter	NN
20214	257	17	=	=	SYM
20214	257	18	39.37	39.37	CD
20214	257	19	inches	inch	NNS
20214	257	20	2	2	CD
20214	257	21	.	.	.
20214	258	1	Weight	Weight	NNP
20214	258	2	(	(	-LRB-
20214	258	3	or	or	CC
20214	258	4	Mass	Mass	NNP
20214	258	5	)	)	-RRB-
20214	258	6	1	1	CD
20214	258	7	pound	pound	NN
20214	258	8	=	=	SYM
20214	258	9	16	16	CD
20214	258	10	ounces	ounce	NNS
20214	258	11	=	=	SYM
20214	258	12	0.4536	0.4536	CD
20214	258	13	kilograms	kilogram	NNS
20214	258	14	1	1	CD
20214	258	15	kilogram	kilogram	NN
20214	258	16	=	=	SYM
20214	258	17	2.2	2.2	CD
20214	258	18	pounds	pound	NNS
20214	258	19	1	1	CD
20214	258	20	long	long	JJ
20214	258	21	ton	ton	NN
20214	258	22	=	=	SYM
20214	258	23	2240	2240	CD
20214	258	24	pounds	pound	NNS
20214	258	25	1	1	CD
20214	258	26	short	short	JJ
20214	258	27	ton=2000	ton=2000	CD
20214	258	28	pounds	pound	NNS
20214	258	29	3	3	CD
20214	258	30	.	.	.
20214	259	1	Volume	volume	NN
20214	259	2	1	1	CD
20214	259	3	liquid	liquid	JJ
20214	259	4	quart	quart	NN
20214	259	5	=	=	SYM
20214	259	6	0.945	0.945	CD
20214	259	7	litres	litre	NNS
20214	259	8	1	1	CD
20214	259	9	litre	litre	NN
20214	259	10	=	=	SYM
20214	259	11	1.06	1.06	CD
20214	259	12	liquid	liquid	JJ
20214	259	13	quarts	quart	NNS
20214	259	14	1	1	CD
20214	259	15	U.	U.	NNP
20214	259	16	S.	S.	NNP
20214	259	17	gallon	gallon	NN
20214	259	18	=	=	SYM
20214	259	19	4	4	CD
20214	259	20	quarts	quart	NNS
20214	259	21	=	=	SYM
20214	259	22	231	231	CD
20214	259	23	cubic	cubic	JJ
20214	259	24	inches	inch	NNS
20214	259	25	4	4	CD
20214	259	26	.	.	.
20214	260	1	Angular	angular	JJ
20214	260	2	Measure	measure	NN
20214	260	3	3.14	3.14	CD
20214	260	4	radians	radians	NNPS
20214	260	5	=	=	SYM
20214	260	6	PI	pi	NN
20214	260	7	radians	radian	NNS
20214	260	8	=	=	SYM
20214	260	9	180	180	CD
20214	260	10	degrees	degree	NNS
20214	260	11	1	1	CD
20214	260	12	radian	radian	JJ
20214	260	13	=	=	SYM
20214	260	14	57.30	57.30	CD
20214	260	15	degrees	degree	NNS
20214	260	16	5	5	CD
20214	260	17	.	.	.
20214	261	1	Pressure	pressure	NN
20214	261	2	760	760	CD
20214	261	3	millimeters	millimeter	NNS
20214	261	4	of	of	IN
20214	261	5	mercury	mercury	NN
20214	261	6	=	=	SYM
20214	261	7	14.7	14.7	CD
20214	261	8	pounds	pound	NNS
20214	261	9	per	per	IN
20214	261	10	square	square	JJ
20214	261	11	inch	inch	NN
20214	261	12	6	6	CD
20214	261	13	.	.	.
20214	262	1	Power	power	NN
20214	262	2	1	1	CD
20214	262	3	horse	horse	NN
20214	262	4	power	power	NN
20214	262	5	=	=	SYM
20214	262	6	550	550	CD
20214	262	7	foot	foot	NN
20214	262	8	pounds	pound	NNS
20214	262	9	per	per	IN
20214	262	10	second	second	JJ
20214	262	11	=	=	SYM
20214	262	12	746	746	CD
20214	262	13	watts	watt	NNS
20214	262	14	7	7	CD
20214	262	15	.	.	.
20214	263	1	Miscellaneous	miscellaneous	JJ
20214	263	2	60	60	CD
20214	263	3	miles	mile	NNS
20214	263	4	per	per	IN
20214	263	5	hour	hour	NN
20214	263	6	=	=	SYM
20214	263	7	88	88	CD
20214	263	8	feet	foot	NNS
20214	263	9	per	per	IN
20214	263	10	second	second	JJ
20214	263	11	980	980	CD
20214	263	12	centimeters	centimeter	NNS
20214	263	13	per	per	IN
20214	263	14	second	second	JJ
20214	263	15	per	per	IN
20214	263	16	second	second	JJ
20214	263	17	=	=	SYM
20214	263	18	32.2	32.2	CD
20214	263	19	feet	foot	NNS
20214	263	20	per	per	IN
20214	263	21	second	second	JJ
20214	263	22	per	per	IN
20214	263	23	second	second	NN
20214	263	24	=	=	SYM
20214	263	25	acceleration	acceleration	NN
20214	263	26	of	of	IN
20214	263	27	gravity	gravity	NN
20214	263	28	.	.	.
20214	264	1	1	1	CD
20214	264	2	cubic	cubic	JJ
20214	264	3	foot	foot	NN
20214	264	4	of	of	IN
20214	264	5	water	water	NN
20214	264	6	weighs	weigh	VBZ
20214	264	7	62.4	62.4	CD
20214	264	8	pounds	pound	NNS
20214	264	9	1	1	CD
20214	264	10	gallon	gallon	NN
20214	264	11	of	of	IN
20214	264	12	water	water	NN
20214	264	13	weighs	weigh	VBZ
20214	264	14	8.34	8.34	CD
20214	264	15	pounds	pound	NNS
20214	264	16	Printed	Printed	NNP
20214	264	17	in	in	IN
20214	264	18	U.	U.	NNP
20214	264	19	S.	S.	NNP
20214	264	20	A.	a.	NN
20214	265	1	INSTRUCTIONS	INSTRUCTIONS	NNP
20214	265	2	FOR	for	IN
20214	265	3	USING	use	VBG
20214	265	4	A	a	DT
20214	265	5	SLIDE	SLIDE	NNP
20214	265	6	RULE	rule	NN
20214	265	7	COPYRIGHTED	copyright	VBN
20214	265	8	BY	by	IN
20214	265	9	W.	W.	NNP
20214	265	10	STANLEY	STANLEY	NNP
20214	265	11	&	&	CC
20214	265	12	CO	CO	NNP
20214	265	13	.	.	.
20214	265	14	Commercial	Commercial	NNP
20214	265	15	Trust	Trust	NNP
20214	265	16	Building	Building	NNP
20214	265	17	,	,	,
20214	265	18	Philadelphia	Philadelphia	NNP
20214	265	19	,	,	,
20214	265	20	Pa.	Pennsylvania	NNP