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

overset(1)underset(0)int x log(1+2x)dx

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

int 1/(x(log x)^2)dx

int(log(1+x^(2)))/(x^(2))dx By parts method

int_(0)^( If )x log(1+(x)/(2))dx=a+b*(log2)/(3) thena =

int1/(x"log"x^(2))dx is equal to a) 1/(2)"log"|"log"x^(2)|+C b) "log"|"log"x^(2)|+C c) 2"log"|"log"x^(2)|+C d) 4"log"|"log"x^(2)|+C

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

What is int (log x)/((1 + log x)^(2)) dx equal to? where c is a constant

If int_0^1 x log(1+x/2) \ dx=a+b log\ 2/3, then a and b are