Hd ^■708 The Aascssment of Income Tax by William Schooling FHE ASSESSMENT OF INCOME TAX BY WILLIAM SCHOOLING AUTHOR OF " INVVOODS TABLES," " LIFE ASSURANXE EXPLAINED," ETC Reprinted from The Daily Telegraph • * ' » • > ' • LONDON CONSTABLE & CO., Ltd. 1910 Richard Clay and Sons, Limited bread street hill, e.c., and bungay, suffolk, HJ 4'706 A8S3 THE ASSESSMENT OF INCOME TAX The Income-tax Regulations in the Finance Bill of 1909 are of an exceedingly complicated character. They involve four different rates of tax, five different amounts of abatement, eleven sudden jumps in the rate of tax payable, and the method adopted is such f2 as to call for a rearrangement of the whole system in to the event of the income-tax being raised or lowered ^ in the future. 2 In this article I am in no way concerned with the ~ justice or wisdom of the provisions of this or of subsequent Budgets. My object is simply to propose ^ a method of assessing income which -^ I . Requires only one rate of income-tax. ^ 2. Avoids the sudden jumps that occur at present. 3. Allows for future variation in the rate of tax o without any change in the method of assessment. ^ The general method which I suggest for accom- ^ plishing these objects is to make abatements of specified amounts, and add to, or subtract from, the income, less the abatement, certain simple propor- tions. Apart from the particular applications of the method, which I give below, and which approxi- mately conform to the provisions of the 1909 Budget, 433314 the point that I desire to make is that this "abatement and proportion " system can be adjusted to any re- quirements which, if they were recognised as fair and appropriate, could become permanent, and the rate of income-tax could be varied without in any way dis- turbing the relative burdens upon incomes of different amounts. The adoption of the method I propose, which is quite a different matter from the adoption of the details which I give, would bring us back to the sweet simplicity of former times, when the yield from each penny in the pound of income-tax was a known quantity, subject only to such fluctuation as might result from evasion of tax when the rate was excessive. INCOMES UP TO i;i,000. It is convenient to consider the application of this method in three stages, dealing first with incomes not exceeding ;^i,ooo. In regard to these, the provisions of the 1909 Budget (A) and the plan I propose (B) are as follows : A^ For the ten plans of the Budget I would substitute two. In place of four different abatements, and two rates of tax, I would have one abatement, one tax, and two proportions. How this method works out in the case of unearned incomes may be seen from the following examples : Earned A Ur learned. *- Income. Abatement. Subtract. Tax in £. Add. Tax in £. ^0- - 400 . 160 9d. l^d. 400— - 500 . 150 9d. 14d. 500— - 600 . 120 9d. I4d. 600— • 700 . 70 C)d. i^d. 700— -1,000 . 9d. I4d. 0— 1,000 . 200 One 6th i^d. One 4t 1 14^. 5 Actual income .... ./"360 ;!^42o ^560 ^{^640 / 1,000 Abatement 200 200 200 200 200 Result ^160 ^220 £2>(iO ^440 ;{;8oo Add one-fourth .... 40 55 go 110 200 Income for assessment ;/^200 £'2.7S i^450 £SS'^ ;^iiOOO Under 1909 Budget . 200 270 440 570 1,000 In regard to earned incomes, I proceed on the assumption that the rate of tax is two-thirds of the rate charged upon unearned income. I therefore reduce the earned income to two-thirds of the corre- sponding unearned, and charge one rate of tax for both. Two-thirds of is. 2d. is 9 i-3d., as compared with the actual tax of gd. imposed by the Budget of 1909. It is not improbable that future rates might be I2d. and 8d., or i5d. and lod. It is this assumption of the "earned" rate being two-thirds of the "unearned" rate of tax that produces the rule of deducting one- sixth from earned incomes in place of adding one- fourth, as is done on unearned incomes. Take an example, and assume the rates of tax to be 8d. and IS. respectively : Actual Income ^584 ^584 Subtract 200 200 Result £2,?>A £2>H Add one-fourth 96 — Subtract one-sixth .... — 64 Assessable income .... ^^480 £y^o Rate of Tax 8