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differentiate using quotient rule: s^1/3 - 1 / s^2/3 - 1
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I presume you mean \[(s^(1\div3)-1)\div(s^(2\div3)-1)\] sorry, this looks a bit messy. In words "(cube root of s, minus1) on top line, (cube root of s all squared, minus 1) on the bottom line" If so, bottom line is a difference of two squares, so simplify forst before differentiating
how is the bottom line the difference of two squares?
do you mean (s^1/3)^2 - (1)^2
Difference of two squares is like a^2 - b^2 In this case a = s^(1/3) and b = 1, so bottom line is (S^(1/3) -1)(s^(1/3) + 1) then cancel top and bottom factors to get a much easier expression to differentiate.
oh yeah.. that made it a lot easier. thanks! :)
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