int x^(2)*log x*dx

int x^(2)(log x)^(2)dx

int x^(3//2) log x dx

int x^(2)log x backslash dx=....+c,(x>0)

Evaluate: int x^(2)log(1+x)dx

Evaluate: (i) int x^(x)(1+log x)dx( ii) int x^(2x)(1+log x)dx

If int x^(2) ln x dx = (x^(3))/(m) ln x + (x^(3))/(n) + c , then what are the values of m and n respectively ? where c is a constant od intergration

int x^2 log(1+x)dx

"int x^(n)(log x)^(2)dx