Arithmetic Adapted to the Course of Instruction Usually Pursued in the Academie

Paul a Paul Allen Towne

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Ans. 250.
9. Multiply 14-^ by 34. Ans. 486.
126 FRACTIONS.
10. Multiply 13}-i by 11, 12, 13, 14, 15, 16, 17, 18, and 19. Last Am. 260 T V REMARK. A complex fraction may be reduced to a simple frac- tion by multiplying both terms of the fraction by the least common mul- tiple of the denominators of the fractional parts.
11. Reduce |, -J, and ~, to simple fractions.
OPERATIONS.
(1. ) (2. ) (3. ) 12. Reduce rf, rf, ~, and rf, to simple fractions.
*J 1 S *I 5 t -4"*- Jl, T 9 4> f, and f .
13. Reduc...e |, T, J }, and -^, to simple fractions.
Ans. -/^ 14, |, and .
14. Reduce ?, ,, ,, and, to simple , , fractions f, V, etc.
. To multiply an integral number by a simple fraction, (1. ) Divide the integral number by the denominator of the fraction, and multiply the quotient by the nu- merator ; or, (2. ) Multiply the integral number by the numerator of the fraction, and divide the product by the denominator.
EXAMPLES.
1. Multiply 20 by f . Ans. 15.
2. Multiply 60 by T V Ans. 16.
3. Multiply 76 by 55.

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