Posted by Neil on Wednesday, January 9, 2013 at 4:23pm.
I have trouble interpreting you run-on compound fractions. How about some parentheses so we know what's what?
(x^-1 + x^-2)/(9-x^2)
(1/x + 1/x^2)/(9-x^2)
This doesn't simplify much.
1. (8a / 3b^2) / (6ab / 5)
2. (42x^2 + 14x) / (x - 7) / (2 + 6x / 21 - 3x)
3. (9 + 3 / x) / (x / 4 + 1 /12)
1. (8a)/(3b^2) * (5)/(6ab) = (40a)/(18ab^3) = 20/(9b^3)
2. (14x)(3x+1)/(x-7) * 3(7-x) / (2(3x+1))
= 42x(3x+1)(7-x) / 2(x-7)(3x+1)
3. (9x+3)/x / (3x+1)/12
= 3(3x+1)/x * 12/(3x+1)
Thank you very much, Steve :)
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