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" NOTES. 1. If any remainder be equal to, or greater than the divisor, the quotient figure is too small, and must be increased. 2. If... "
Analysis of Written Arithmetic, Bk. 1: An Elementary Manual - Página 146
por Stoddard A. Felter - 1862 - 344 páginas
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The American Arithmetic

James Robinson (of Boston.) - 1847 - 304 páginas
...greater than the partial dividend, the quotient figure is too great, and must be made less. Whenever a remainder is equal to or greater than the divisor, the quotient figure is too small, and must be made greater. 89. Divide 4056 by 13. Quotient, 312. 90. Divide 5475 by 15. Quotient, 365....
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The Progressive Practical Arithmetic: Containing the Theory of Numbers, in ...

Horatio Nelson Robinson - 1859 - 362 páginas
...dividend, it must be written in the quotient, with the divisor underneath. NOTES. 1. If any remainder be equal to, or greater than the divisor, the quotient figure is too small, and must be increased. 2. If the product of the divisor by the quotient figure be greater than the...
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The Analysis of Written Arithmetic: Book Second, Designed for Public and ...

Stoddard A. Felter - 1864 - 430 páginas
...otjsfrvn that if tile product is greater than the partial dividend, thti quotient Jtgure id Too I.AKI; K. 3. Subtract that product from the first partial dividend, and observe, that ii' the RKMAINDER is equal to, or GREATER than the DIVISOR, the quotient Jigure it, Too WALL 4. Change...
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The Analysis of Written Arithmetic: Book First, Designed for Public and ...

Stoddard A. Felter - 1866 - 326 páginas
...observe that if the product is greater than the partial dividend the yuotienljiffure is TOO LARGE. 3. Subtract that product from the first partial dividend, and observe that if the REMAINDER is equal to or GKBATER than the DIVISOR, the quotientJiffure is TOO SHALL. 4. Change the remainder to the next lower...
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The Analysis of Written Arithmetic: Book First, Designed for Public and ...

Stoddard A. Felter - 1866 - 338 páginas
...observe that if the product ia greater than the pardal dividend, the quotient figure is TOO LARGK. 3. Subtract that product from the first partial dividend, and observe that If the REMAINDER is tquai to or GREATER than the DIVISOR, the yuotientßgufe. is TOO BMALL. 4. Change the remainder to...
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The Analysis of Written Arithmetic: Book First, Designed for Public and ...

Stoddard A. Felter - 1862 - 312 páginas
...observe that if the product is greater than the partial dividend the quotient Jlgure is TOO LARGE. 3. Subtract that product from the first partial dividend, and observe that if the EBMAINDER is equal to or GREATER than the DIVISOR, the quotient Jigure is TOO SMALL. 4. Change the...
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The Grammar-school Arithmetic: Being Book Second of the Analysis of Written ...

Stoddard A. Felter - 1868 - 360 páginas
...observe that if the product is greater than the partial dividend the quotient figure is TOO LARGE. 3. Subtract that product from the first partial dividend, and observe that if the BEHAINDEB is equal to or GREATER than the DIVISOR, the quotient figure is TOO SHALL. 4. Change the...
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New Rudiments of Arithmetic: Combining Mental and Slate Exercises for ...

James Bates Thomson - 1872 - 236 páginas
...partial dividend, it is plain the quot.;nt figure is too large, and therefore must be diminished. 3. If the remainder is equal to or greater than the divisor, the quotient figure is too small, and must be increatea. EXAMPLES FOR PRACTICE. 1. How many times is 24 contained in 1963 ? 2. Divide...
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New Practical Arithmetic: for Grammar Departments

James Bates Thomson - 1875 - 392 páginas
...the partial dividend, it is plain the quotient figure is too large, and therefore must be diminished. If the remainder is equal to or greater than the divisor, the quotient figure is too small, and must be increased. PROOF. 74. By Multiplication. — Multiply the divisor and quotient together,...
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The Rudiments of Written Arithmetic: Containing Slate and Black-board ...

Horatio Nelson Robinson - 1877 - 212 páginas
...the dividend, it must be written in the quotient, with the divisor underneath. 1. If any remainder be equal to, or greater than the divisor, the quotient figure is too small, and must be increased 2. If ihe product of the divisor by Ihe quotient figure be greater than the partial...
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