Gradations in Algebra in Which the First Principles of Analysis Are Inductively

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21— 3a: 14a:— 63 14.
Whatisfoff+!!^ ' Ans.
484-7y 1 S'y 1 9/11 |C7* In this example, although we can divide the first term in the numerator, we do not do it because we cannot divide the last term.
15. What is i of -21=^1 Ans. , r^^=^ , « TTn •, n 32a: 4-16^, 4a: + 2 16. What IS I of ^^^ ? Ans. —^—.
^ X — 6+2/ X — 64-1/ §96. We are now enabled to find a fraction of a fraction by the rule in §69 ; which is to multiply by the numerator, and divide by the denominator. To multiply by the nume- rator
... is to multiply the numerators together. And to di- vide by the denominator, we have just shown, i^ to multiply the denominators together.
EXAMPLES.
1. What is f of - ? Ans. —- =— .
^6 18 9 2. What is f of ^"] Ans.^.
3. What is I of - ? ^"^'W* 4. What IS f of — -— ? Ans.
21 6* •^ #y 66 ALGEBRA.
5. What is I of Il±?f?
6x 6. What is 4 of — — ?
^ 23+2/ 7. What is j\ of 91/ a;+61 Ans. Ans. Ans [Ea. Sec. 8. 2734-6iC 20 24ic 2074-91/ ISy Q. WhatiSf^of^f-^? ^^ 41 +6iC 9.


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