Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic
Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic
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In our eReader you can find the full English version of the book. Read Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic
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To quickly assess the difficulty of the text, read a short excerpt:
14. At $3 a piece how many chairs can be bought for $36? Ans. 12 chairs.
15. If the printer charges 1. 50 to set 1 page of this book, how many pages can be set for $75 ?
Ans. 50 pages.
WRITTEN EXERCISES. 69. To divide irJten the divisor docs not exceed 12.
1. Divide 3048 by 5.
OPERATION. Kffhniation. In all problems of Divisor 5) 3048 dividend this kind we write the numbers as shown in the operation, and then begin on the left of the dividend Quotient 729 and 3rem. To (livide> We bc?in on the l...eft in order to carry the remainder, it' any, of the higher order of units to the next lower order. In this problem we first take the 3 (thousands, ) and as it is not equal to 5, we therefore unite it with the hundreds, making 36 hundreds, which by trial multiplication and subtraction mentally performed, we find is equal to 5, 7 (hundreds) times and 1 remainder; the 7 we write in the hundreds column of the quotient line, directly under the > the last figure used of the dividend ; then to the 1 remainder we mentally annex the -1 tens, making 14 tens, as the second partial dividend, and which by mental multiplication and subtraction, we find is equal to 5, 2 (tens) times and 4 remainder; the 2 we write in the tens column of the quotient line, and to the 4 we mentally annex the units figure of the dividend, making 48 units as the third and last partial dividend ; this we find, by mental multiplication and subtraction to be equal to i">, !> times and 3 remainder.
What to read after Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic?
You can find similar books in the "Read Also" column, or choose other free books by George Soul to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
14. At $3 a piece how many chairs can be bought for $36? Ans. 12 chairs.
15. If the printer charges 1. 50 to set 1 page of this book, how many pages can be set for $75 ?
Ans. 50 pages.
WRITTEN EXERCISES. 69. To divide irJten the divisor docs not exceed 12.
1. Divide 3048 by 5.
OPERATION. Kffhniation. In all problems of Divisor 5) 3048 dividend this kind we write the numbers as shown in the operation, and then begin on the left of the dividend Quotient 729 and 3rem. To (livide> We bc?in on the l...eft in order to carry the remainder, it' any, of the higher order of units to the next lower order. In this problem we first take the 3 (thousands, ) and as it is not equal to 5, we therefore unite it with the hundreds, making 36 hundreds, which by trial multiplication and subtraction mentally performed, we find is equal to 5, 7 (hundreds) times and 1 remainder; the 7 we write in the hundreds column of the quotient line, directly under the > the last figure used of the dividend ; then to the 1 remainder we mentally annex the -1 tens, making 14 tens, as the second partial dividend, and which by mental multiplication and subtraction, we find is equal to 5, 2 (tens) times and 4 remainder; the 2 we write in the tens column of the quotient line, and to the 4 we mentally annex the units figure of the dividend, making 48 units as the third and last partial dividend ; this we find, by mental multiplication and subtraction to be equal to i">, !> times and 3 remainder.
What to read after Souls Primary Philosophic Arithmetic Embracing Mental And Written Arithmetic?
You can find similar books in the "Read Also" column, or choose other free books by George Soul to read onlineMoreLess
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