| Benjamin Greenleaf - Arithmetic - 1871 - 330 pages
...becoming due. Multiply the amount of the smaller side by the number of days between the two average dates, **and divide the product by the balance of the account. The quotient will be the time** of the balance becoming due, counted from the average date of the larger side, BACK when the amount... | |
| Henry Beadman Bryant, Emerson Elbridge White, C. G. Stowell - Business mathematics - 1872 - 564 pages
...— Multiply the smaUer eide of the account by the number of days between the dates of equated time, **and divide the product by the balance of the account. The quotient will be the time** for consideration. From the equated date of the larger side, count FORWARD when that side becomes due... | |
| John Groesbeck - 1872
...difference between the sum of the products on the debit and the sum of the products on the credit side, **by the balance of the account. The quotient will be the time to be counted** FORWARD from the date on which the first amount becomes due, when the balance of the account and the... | |
| John Groesbeck - Business mathematics - 1873 - 348 pages
...equated time for the settlement of an account when there are both debit and credit amounts. RULE I.—1. **Find the time when due for each side of the account...time to be counted from the date of the larger side.** Jf the LARGER side of the account falls due LATEST, count FORWARD from the LATER date. If the LARGER... | |
| David White Goodrich - Ready-reckoners - 1873 - 206 pages
...on that side of the account which falls due first by the number of days between the equated dates, **and divide the product by the balance of the account. The quotient will be the** number of days to be counted forward from the latest date when the smaller side of the account falls... | |
| T.A. BRYCE - 1873
...becomes due. Multiply the amount of the smaller side by the number of days between the two average dates, **and divide the product by the balance of the account. The quotient** thus obtained will be the time that the balance becomes due, counted from the average date of the larger... | |
| John Groesbeck - 1875
...credit, gives 8 months from the day of sale to the time when the balance of account should be paid. 205. **To find the equated time for the settlement of an...time to be counted from the date of the larger side.** Jf the LARGER side of the account falls due LATEST, count FORWARD from the LATER date. If the LARGER... | |
| Lorenzo Fairbanks - 1875
...time between this assumed date and the day of its maturity, and divide the balance of the products **by the balance of the account. The quotient will be the time,** in the same denomination as the multipliers, to be reckoned from the focal date, — FORWARD, if the... | |
| Benjamin Greenleaf - Arithmetic - 1876 - 330 pages
...becoming due. Multiply the amount of the smaller side by the number of days between the two average dates, **and divide the product by the balance of the account. The quotient will be the time** of the balance becoming due, counted from the average date of the larger side, BACK when the amount... | |
| William Guy Peck - Arithmetic - 1877 - 341 pages
...then multiply the side of the account that falls due last by the time between the dates of payment **and divide the product by the balance of the account; the quotient will be the** equated time. II. If the greater side of the account falls due last, add the equated time to the initial... | |
| |