f(x) =e^x3-x2 find the indicated derivative and simplfy

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f(x) =e^x3-x2 find the indicated derivative and simplfy

Mathematics
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What is the equation? Is it e^(x^3-x^2) or something (it was not too easy to interpret)
sorry its just F(x)= e^x3-x2
I'm sorry the way you typed it was correct.I'm sorry

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To find the derivative of this function, you can use substitution,too make it easier. If you substitute u=(x^3-x^2). You only have to find the derivative of e^u, and e^u has the derivative e^u, and then you must remember to multiply e^u with the derivative of u, which is (3x^2-2x). Thus the derivative of f(x) is (3x^2-2x) times e^(x^3-x^2) If I am not mistaken
so are you saying the answer is (3x^2-2x) * e^(x^3-x^2)?
Yes, that's exactly what I am saying :)
ok! thanks so much

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