If F(x)=∫1x2ln(t)dtF(x) = \int_{1}^{x^2} \ln(t) dtF(x)=∫1x2ln(t)dt, find F′(x)F'(x)F′(x).
ln(x2)\ln(x^2)ln(x2)
2xln(x2)2x \ln(x^2)2xln(x2)
ln(x)\ln(x)ln(x)
x2ln(x2)x^2 \ln(x^2)x2ln(x2)