 | Charles Vyse - 1806 - 342 ページ
...EXAMPLES. (1) 2)1742636 (2) 3)276406* (3) 4)2160742 (7) 8)2768096 (8) 9)6768094 (9) 11)2762764 (10) 12)276484 Case 2. When the Divisor consists of many...multiply the Divisor, and place the Product under the said Figures of the Dividend, and draw a Line underneath it : subtract it therefrom, and to the Remainder... | |
 | Samuel Webber - 1808 - 466 ページ
...divisor is contained in the numbers of the several steps of the operation ; the best way will be to find how often the first figure of the divisor is contained in the first, or two first, figures of the dividend, ami the answer, made less by one or two, is generally the figure... | |
 | William Nicholson - 1809 - 716 ページ
...594,356 Ans. When the divisor consists of several figures, we may try them separately, by enquiring how often the first figure of the divisor is contained in the first figure of the dividend, and the considering whether the second and following figures of the divisor be contained as often in the corresponding... | |
 | Charles Butler - 1814 - 540 ページ
...figures to be divided; the rule is, when the divisor u contained in its own number of figures, find how often the first figure of the divisor is contained in the first of those to be divided ; but when the number of figures in the divisor is one less than the number... | |
 | William Nicholson - 1819 - 370 ページ
...3,000)594,256 Ans. When the divisor consists of several figures, we may try them separately, by enquiring how often the first figure of the divisor is contained in the first figure of the dividend, and then considering whether the second and following figures of the divisor be contained as often in the... | |
 | William Nicholson - 1819 - 376 ページ
...1,000)594,256 Example. When the divisor consists of several "figures, we may try them separately, by enquiring how often the first figure of the divisor is contained in the first figure of the dividend, and then considering woet her the second and following figures of the i li visor be contained as often... | |
 | Etienne Bézout - 1824 - 238 ページ
...second figure of the divisor is considerably greater than the first- In this case, instead of seeking how often the first figure of the divisor is contained in the corresponding part of the dividend, it is better toseek how often i\\z first figure augmented by 'unity,... | |
 | Bézout - 1825 - 258 ページ
...divisor(counting from the left) is sensibly greater than the first. In this case, instead of seeking how often the first figure of the divisor is contained in the corresponding part of (he dividend, we must seek how often this first figure, increased bj a unit,... | |
 | Thomas Conkling (W.) - 1831 - 302 ページ
...must take one more figure in the dividend than you have in the divisor, and proceed as before, seeking how often the first figure of the divisor is contained in the two first figures of the dividend, making allowance for what you carry from the right hand. Also, you... | |
 | Dionysius Lardner - 1834 - 378 ページ
...before, by trial ; but we shall in some measure be led to the knowledge of the number •ought by trying how often the first figure of the divisor is contained in the dividend. Since 2 is contained 4 times in 8, we shall first try whether 256 is contained 4 times in... | |
| |
When the divisor is large, the pupil will find assistance in determining the quotient figure, by finding how many times the first figure of the divisor is contained in the first figure, or if necessary, the first two figures of the dividend. 
