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f(x) = [(x^3 + 9)]ln(x^3 + 9) whats the derivative?
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i think they want me to put it in this form: f' = A x^B + C x^D ln(x^F + G)
since this is the product of two functions, let's use the product rule: [uv]' = u'v * v'u where u = x^3 + 9 v = ln (x^3 + 9) do you have u' and v'?
what do u mean?
I mean the derivative of u (du/dx) and the derivative of v (dv/dx)
idk let me calculate it
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yup just use the product rule and then simplify.
im having a problem so its deriv of x^3+9 times ln (x^3+9
no, |dw:1331937381399:dw|
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