How do you find the derivative of $f(x)=(7e^(3x)+5)^10$ ?

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Answer 1 · 2015-10-19T18:24:57

$210e^(3x)(7e^(3x)+5)^9$

Using the power rule as well as other rules we get

$d/dx(7e^(3x)+5)^10=10(7e^(3x)+5)^9*(21e^(3x))$

How do you find the derivative of f(x)=(7e^(3x)+5)^10f(x)=(7e^(3x)+5)^10?