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f(x)=\int_1^{3x^5} \ln(t^2+1) \, dt

\[f(x)=\int_1^{3x^5} \ln(t^2+1) \, dt\]like that?

is the question find the derivative?

yes it is,

how'd i guess?

too hard to integrate

yeah im having trouble with these. Ill try it sat!

\[f'(x)=\ln((3x^5)^2+1)\times 15x^4\]

if you need a word of explanation let me know

i understand chain rule for ln (function within function). where did the 15x4 come from?

nvm 3x^5 derivative

15x^4 \ln(9x^{10}+1) ?

yes