| Charles Hutton - 1766 - 214 pages
...the dividend, and it will be the next figure of the root. 4. From the dividen I fubtraft the prdduft, and to the remainder bring down the next period, for a new dividend : to which, as before, find a divifor by doubling the figures already found in the root ; and from... | |
| John Mair - 1772 - 376 pages
...of the left-hand period ; place the figure fo found in the quot, fubtradt its fquare from the laid period, and to the remainder bring down the next period for a dividual or refolvend, 3. Double the quot for the firftpart of thedivifor ; inquire how often this... | |
| J. Brookes - 1776 - 364 pages
...the firft Period, and the Root in the Quotient (as in Divifîon) fubtraâ that fquare out of the faid Period, and to the remainder bring down the next Period for a Dividend, then double' the Quotient or Root, and place it for a Divifor, feek how often the Divifor... | |
| Charles Vyse - 1785 - 350 pages
...the Root, thereof in th*Qi:ot«:i1t (;is in Divifion}, i'ulitraift tlii'.t Square out of the laid1 Period, and to the Remainder bring down, the next Period for- a Dividend. g. Double the Quotient or Root, and place it for a Divifcr, feek how often the Divifor is... | |
| John McGregor (teacher of mathematics.) - 1792 - 532 pages
...left hnn.d period, and place it as the firft figure of the root : Subtract its fquare from the faid period, and to the remainder bring down the next period for a refolvcnd. IH. Double die firil part of the root for the firft part of the divifor, and enquire how... | |
| 1801 - 446 pages
...and- it will be the first figure of the root required. 2. Subtract the assumed square from the first period, and to the remainder bring down the next period for a dividend. ' 3. Place viz. 2oooop ; but 100000 has one place less than 1000 and 100 together have :... | |
| William M. Finlay - 1803 - 272 pages
...greatest square in the left hand period, and place the root in the quotient, subtract the square from the period, and to the remainder bring down the next period for a dividend. Double the quotient for a divisor, and try how often it will be contained, putting the trial... | |
| Isaac Dalby - 1806 - 526 pages
...second figure in the root : Subtract the cube of the root from the two first periods on the left hand, and to the remainder bring down the next period for a new dividend : Divide this dividend by 3 times the square of the root, and the first quotient figure is the third... | |
| Thomas Hodson - 1806 - 502 pages
...thefe three numbers is called the fubtr-ahend. 7. Then £ubtra& thi« fubtrdhend from the jefolvend, and to the remainder bring .down the next period for a new j-efolvead, with which pfeoceftl as before, and fo on till the work be fimfhed. Example 4. Wh« »6... | |
| Charles Vyse - 1806 - 342 pages
...Period, and the Root thereof in the Quotient (as in Division) ; subtract that Square out of the said Period, and to the Remainder bring down the next Period for a Dividend. 3. Double the Quotient or Root, and place it for a Divisor, seek how often the Divisor is... | |
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