| James Hamblin Smith, Thomas Kirkland, Scott, William, b. 1845 - Arithmetic - 1877 - 345 pages
...due on that side which Jills due FIRST, by the number of days between the dates of the equated times, **and divide the product by the balance of the account. The quotient will be** tlie number of days to be counted FORWARD from the LATEST DATE when the smaller side of ike account... | |
| Samuel G. Beatty - Accountants - 1877 - 300 pages
...account which falls due FIRST, by the number oj days behceen the dates nfthe equated time, and dii-ide **the product by the balance of the account. The quotient will be the** number nfdays to be counted FORWARD /com the LATEST DATE when the SMALLER side of the account falls... | |
| H. Bryant - 1881
...side of the account which falls due FIRST, 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** number of days to be counted FORWARD from the LATEST DATE when the SMALLER side of tfte account falls... | |
| George Albert Wentworth, Thomas Hill - Arithmetic - 1881 - 351 pages
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** give the number of days to the maturity of the balance, to be counted forward from the later date when... | |
| George Albert Wentworth, Thomas Hill - Arithmetic - 1882 - 351 pages
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** give the number of days to the maturity of the balance, to be counted forward from the later date when... | |
| George Albert Wentworth - Arithmetic - 1888 - 362 pages
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** give the number of days to the maturity of the balance, to be counted forward from the later date when... | |
| John Groesbeck - 1891
...either by receiving interest, or retaining another sum until the interest on both sums is equal. 266. **To find the equated time for the settlement of an...product by the balance of the account. The quotient** mil be the time to be counted from the date of the larger side. If the LARGER side of the account falls... | |
| George Albert Wentworth - 1898
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** give the number of days to the maturity of the balance, to be counted forward from the later date when... | |
| George Albert Wentworth - Arithmetic - 1898 - 400 pages
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** giue the number of days to the maturity of the balance, to be counted forward from the later date when... | |
| George Albert Wentworth - Arithmetic - 1898 - 400 pages
...that falls due first by the number of days between the dates of the equated times of the two sides, **and divide the product by the balance of the account. The quotient will** give the number of days to the maturity of the balance, to be counted forward from the later date when... | |
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