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If f(x)=ln(9+8x) find f'(x) . How do I find the derivative with ln?
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\[(ln(f(x)))' = \frac{1}{f(x)}*f'(x)\]
so would it be \[\frac{ 1 }{ \ln(9+8x)} *\ln(9+8x)\] at first?
No, you have: \[f(x)=9+8x\]
as an answer?
You need to find the derivative of: \[ln(f(x))\]
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