What is 47½ per cent of £166. 13. 10 and ·6148 of £2971. 16. 9?

166·691 
40 p. c.66·6764
5 p. c.8·3346
2½ p. c.4·1673
79·1783
£79.3.6¾
2971·837
·61783·1022
·0129·7184
·00411·8873
·00082·3775
1827·0854
£1827.1.8½

The inverse rule for turning the decimal of a pound into shillings, pence, and farthings, is obviously as follows:

A pair of shillings for every unit in the first place; an odd shilling for 50 (if there be 50) in the second and third places; and a farthing for every thousandth left, after abating 1 if the number of thousandths so left exceed 24.

The direct rule (with three places) gives too little, the inverse rule too much, except at the end of a sixpence, when both are accurate. Thus, £·183 is rather less than 3s. 8d., and 6s.d. is rather greater than £319; or when the two do not exactly agree, the common money is the greatest. But £·125 and £·35 are exactly 2s. 6d. and 7s.

Required the price of 17 cwt. 81 lb. 13½ oz. at £3.11.9¾ per cwt. true to the hundredth of a farthing.

3·590625
17
61·040625
lb.56 ½1·795313
16 ⅐·512946
7 ⅛·224414
2 ⅛·064118
oz.8 ¼·016029
4 ½·008015
1 ¼·002004
½ ½·001002
£63·664466
£63.13.3½

Three men, A, B, C, severally invest £191.12.7¾, £61.14.8, and £122.1.9½ in an adventure which yields £511.12.6½. How ought the proceeds to be divided among them?

A, 191·63229
B,61·73333
C,122·08958Produce of £1.
375·45520)511·62708(1·362686
136·17188
23·53532
1·00801
25710
3183
180
1·362686 1·362686 1·362686
92·23619133·33716 85·980221
1·3626868·17612 1·362686
1·22641713627 272537
136279538 27254
8176409 1090
40941 122
274 7
38·41231 1
1 1·663697
2·611346