Arithmetical Foundation: Comprising Mental and Written Exercises in the Four Simple Rules : Prepared for the Primary Schools of Portland, at the Request of the School Committee

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Bailey & Noyes, 1861 - 72 páginas
 

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Página 56 - Having brought down a figure to the remainder, if the number it makes up be less than the divisor, write a cipher in the quotient, and bring down the next figure. Note 2. If the product of the divisor, by any quotient figure, be greater than the part of the dividend taken, it is an evidence that the quotient figure is too large, and must be diminished.
Página 31 - The Dividend is the number to be divided. The Divisor is the number by which we divide. The Quotient is the number of times...
Página 15 - Q 9 from 10 leaves 1 9 from 1 1 leaves 2 9 from 12 leaves 3 9 from 13 leaves 4 9 from 14 leaves 5 9 from 15 leaves 6 9 from 16 leaves 7 9 from 17 leaves 8 9 from 18 leaves 9 9 from 19 leaves 10 9 from...
Página 59 - Cut off- as many figures from the right hand of the dividend as there are ciphers in the divisor. The remaining figures of the dividend will be the quotient, and those cut off the remainder.
Página iv - When the multiplier is 10, 100, 1000, or 1 with any number of ciphers annexed, annex as many ciphers to the multiplicand as there are ciphers in the multiplier, and the multiplicand, so increased, will be the product required.
Página 15 - ... 7 from 7 leaves 0 7 from 8 leaves 1 7 from 9 leaves 2 7 from 10 leaves 3 7 from 11 leaves 4 7 from 12 leaves 5 7 from 13 leaves 6 7 from 14 leaves 7 7 from 15 leaves 8 7 from 16 leaves 9 7 from...
Página 15 - ... 8 from 8 leaves 0 8 from 9 leaves 1 8 from 10 leaves 2 8 from 11 leaves 3 8 from 12 leaves 4 8 from 13 leaves 5 8 from 14 leaves 6 8 from 15 leaves 7...
Página 55 - Multiply the square of this quotient figure by the former figure or figures of the root, and this product by 30, and place the product under the last; under all write the cube of this quotient figure, and call their amount the subtrahend.
Página 57 - A. 9 bundles 18 yards, or in each piece,] making 14 yards, 9|| bundles. which added to the 4 yards over at first, makes 18 yards remainder. 9. Hence to find the true remainder multiply the last remainder by the first divisor and add in the first remainder.
Página 65 - A man has four farms ; the first is worth two thousand seven hundred and twenty-five dollars : the second is worth three thousand eight hundred and nineteen dollars ; the third is worth one thousand six hundred and ten dollars ; the fourth is worth five hundred and twelve dollars ; what are they all worth ? Am.

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