Question

Let f(x)=ln[((x^6)(x+3)^8) ((x^2)+7)^6] find f'(x)

Answer 1

start by using the properties of the log first
\[6\ln(x)+8\ln(x+3)-6\ln(x^2+7)\] then taking the derivative should be easy

Answer 2

so then would you just take the derivative of the insides of the parts?

Answer 3

take the derivative piece by piece

Answer 4

for example the derivative of \(6\ln(x)\) is \(\frac{6}{x}\) etc