How do I find the derivative of $5^((x^5)-9x)$ ?

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Answer 1 · 2015-12-22T20:54:56

Just remember the rule to derivate an exponential function:

$(d(a^(f(x))))/(dx)=ln(a)a^(f(x))*(d(f(x)))/(dx)$

Applying the formula:

$dy/dx=ln(5)5^(x^5-9x)*(5x-9)$

How do I find the derivative of 5^((x^5)-9x) 5^((x^5)-9x) ?