Gradations in Algebra in Which the First Principles of Analysis Are Inductively
The book Gradations in Algebra in Which the First Principles of Analysis Are Inductively was written by author Richard W Green Here you can read free online of Gradations in Algebra in Which the First Principles of Analysis Are Inductively book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is Gradations in Algebra in Which the First Principles of Analysis Are Inductively a good or bad book?
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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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