New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi
New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi
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In our eReader you can find the full English version of the book. Read New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi 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 New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi
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Divide JJ by ft DIVISION OF FRACTIONS. 121 To Divide a Fraction by a Fraction, when they have Different Denominators.
i. At -J of a dime apiece, how many pears can be pur- chased for j of a dime ?
Analysis. — \ dime will buy as many opebation.
pears as \ dime is contained times in f 1X4 4 dime. Reducing \ and f to a common 3X5 ' denominator, they become jV and -, 2 2 -. , x ~ Their numerators are now like numbers, = t 9; ? > and one may be divided by the other. 7 4 Thus, 9-5-4=2! pears, the ans...wer re- T2~T2 — 9~4 > quired. (P. 120, Eem. ) 9-^4 = 2 iP- By inspecting the operation of redu- Or, |xf=|, or 2^. Cing the fractions to a common denomi- nator, it will be seen that the numerator of each is multiplied into the denominator of the other. This produces the same com- bination of terms and the same results as inverting the divisor and multiplying the terms of the dividend by it. Thus, |-* i i= £ x $=$, or z\ pears, the same as before.
Remark. — In dividing, no use is made of the common denomi- nator ; hence, in practice, multiplying the denominators together may be omitted.
What to read after New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi?
You can find similar books in the "Read Also" column, or choose other free books by James B James Bates Thomson to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Divide JJ by ft DIVISION OF FRACTIONS. 121 To Divide a Fraction by a Fraction, when they have Different Denominators.
i. At -J of a dime apiece, how many pears can be pur- chased for j of a dime ?
Analysis. — \ dime will buy as many opebation.
pears as \ dime is contained times in f 1X4 4 dime. Reducing \ and f to a common 3X5 ' denominator, they become jV and -, 2 2 -. , x ~ Their numerators are now like numbers, = t 9; ? > and one may be divided by the other. 7 4 Thus, 9-5-4=2! pears, the ans...wer re- T2~T2 — 9~4 > quired. (P. 120, Eem. ) 9-^4 = 2 iP- By inspecting the operation of redu- Or, |xf=|, or 2^. Cing the fractions to a common denomi- nator, it will be seen that the numerator of each is multiplied into the denominator of the other. This produces the same com- bination of terms and the same results as inverting the divisor and multiplying the terms of the dividend by it. Thus, |-* i i= £ x $=$, or z\ pears, the same as before.
Remark. — In dividing, no use is made of the common denomi- nator ; hence, in practice, multiplying the denominators together may be omitted.
What to read after New Rudiments of Arithmetic Combining Mental And Slate Exercises for Intermedi?
You can find similar books in the "Read Also" column, or choose other free books by James B James Bates Thomson to read onlineMoreLess
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