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" Then multiply the divisor by this figure and subtract the product from the figures divided; to the right of the remainder bring down the next figure of the dividend and divide this number as before. "
An Introduction to Arithmetic: Containing the Most Useful Rules in Common ... - Seite 18
von James Gray - 1854 - 108 Seiten
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The London Gentleman's and Schoolmaster's Assistant: Containing. An easy and ...

Thomas Whiting - 1787 - 276 Seiten
...Divifor be more than 12, multiply it by the Quotient Figure, fubtraä the Produ£t from the Dividend, and to the right Hand of the Remainder bring down the next Figure, and proceed till all be finiihed. PROOF. Multiply the Divifor and Quotient together, and the Remainder...
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Mathematics: Compiled from the Best Authors and Intended to be the ..., Band 1

1801 - 446 Seiten
...EXAMPLE. 4. Subtract the last found product from that part of the dividend, under which it stands, and to the right hand of the remainder bring down the next figure o£ EXAMPLE. Divisor 36)85609 Dividend/ ist part of the dividend, 85000 36 X 2000= 72000 2000 the ist...
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The Federal Arithmetic; Or, A Compendium of the Most Useful Rules of that ...

James Noyes - 1808 - 168 Seiten
...under the left hand figures of the dividend which you divided, and subtract the product therefrom. 3. To the right hand of the remainder, bring down the next figure of tKe dividend, and inquire how many times the divisor is contained in that number, which, when found,...
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An Elementary Treatise on Arithmetic

Silvestre François Lacroix - 1821 - 160 Seiten
...that the quotient has been too much diminished ; and, consequently, it must be increased. By the side of the remainder bring down the next figure of the. dividend, and find, us before, how many times this partial dividend contains the divisor ; continue thus, until att...
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An Introduction to the Elements of Algebra: Designed for the Use of Those ...

Leonhard Euler - 1821 - 380 Seiten
...that the quotient has been too much diminished ; and, consequently, it must be increased. By the side of the remainder bring down the next figure of the dividend, and find, as before, how many times this partial dividend contains the divisor ; continue thus, until all...
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The Complete Practical Arithmetician: Containing Several New and Useful ...

Thomas Keith - 1822 - 354 Seiten
...the quotient figure, subtract the product from that part of the dividend which stands above it, and, to the right hand of the remainder, bring down the next figure in the dividend, which number divide as before ; and so on till all the figures in the dividend are...
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Temple's Arithmetick: A Concise Introduction to Practical Arithmetick: in ...

Samuel Temple - 1827 - 116 Seiten
...product directly under that portion of the dividend which you divided, and subtract it therefrom ; to the right hand of the remainder bring down the next figure of the dividend, and inquire how m5> times the divisor is contained in that number ; when foun-\ place the figures in the...
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Mercantile Arith

Michael Walsh - 1831 - 348 Seiten
...used. Subtract the product, last found, from that part of the dividend under which it is placed, and to the right hand of the remainder bring down the next figure of the dividend ; divide this number as before, and so on, till the whole is finished. If it be necessary to bring...
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Practical Mercantile Arithmetic: In which the Theory and Practice of ...

Luther Ainsworth - 1837 - 298 Seiten
...and place the product under those figures of dividend which you use, then subtract it therefrom, and to the right hand of the remainder bring down the next figure of the dividend ; thus continue to seek, multiply, subtract and bring down, until you have used all the figures of...
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The Mercantile Arithmetic: Adapted to the Commerece of the United States, in ...

Michael Walsh - 1838 - 346 Seiten
...used. Subtract the product, last found, from that part of the dividend under which it is placed, and to the right hand of the remainder bring down the next figure of the dividend ; divide this number as before, and so on, till the whole is finished. If it be necessary to bring...
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