| James Bates Thomson - Arithmetic - 1882 - 416 pages
...The last quotient, with the several remainders annexed, will be the answer. NOTE.—The remainders are the same denomination as the respective dividends from which they arise. 400. PROOF.—Reduction Ascending and Descending prove each other; for, one is the reverse of the other.... | |
| James Bates Thomson - Business mathematics - 1884 - 344 pages
...the £ nS, £ 6Q 16s. 5^ RULE. — Divide the given denomination by the number required to make one of the next higher. Proceed in this manner with the...successive denominations, till the one required is reached. Tfie last quotient, with the several remainders, will be the answer. NOTE. — The remainders are the... | |
| Warren H. Sadler - 1888 - 426 pages
...manner with this and each succeeding quotient until the required higher denomination is reached. III. The last quotient with the several remainders annexed will be the answer. NOTE. — A denominate number may be reduced to a required higher denomination in one operation by dividing... | |
| Caton's national business college, Buffalo, N.Y. - 1889 - 330 pages
..."manner with this and each succeeding quotient until the required higher denomination is reached. III. The last quotient with the several remainders annexed will be the answer. NOTE. — In reducing to higher denominations, observe (1) that each successive ili v ISDI- should be of... | |
| Warren H. Sadler, William Russell Will - Business mathematics - 1890 - 312 pages
...meaner with this and each succeeding quotient untiL the required higher denomination is reached. III. The last quotient with the several remainders annexed will be the answer. NOTE.— In reducing to higher denominations, observe (1) that each successive divisor should be of the same... | |
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