What is the derivative of #y = (e^(9x^5)*(1x^3+7)^24)/(3x^2+12x-17)^5#?

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What is the derivative of #y = (e^(9x^5)*(1x^3+7)^24)/(3x^2+12x-17)^5#?

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Answer 1 · 2015-04-30T15:55:45

The answer is:

#y'=[(e^(9x^5)* 45x^4*(x^3+7)^24+e^(9x^5)* 24(x^3+7)^23 * 3x^2) * (3x^2+12x-17)^5-e^(9x^5)(x^3+7)^24* 5 * (3x^2+12x-17)^4 * (6x+12)]/(3x^2+12x-17)^10=#

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What is the derivative of #y = (e^(9x^5)*(1x^3+7)^24)/(3x^2+12x-17)^5#?

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