" The value of "int_(sqrt(ln2))^(sqrt(ln3))(x sin x^(2))/(sin x^(2)+sin(ln6-x^(2)))dx" is "

The value of int_(sqrt(ln 2))^(sqrt(ln 3)) (x sin x^2)/(sin x^2 + sin(ln 6 - x^2)) dx is :

The value of int_(sqrt(ln2))^(sqrt(ln3))(xsinx^2)/(sinx^2+sin(ln6-x^2))dx is (A) 1/4 ln(3/2) (B) 1/2 ln(3/2) (C) ln(3/2) (D) 1/6ln(3/2)

The value of int_(sqrt(ln2))^(sqrt(ln3))(xsinx^2)/(sinx^2+sin(ln6-x^2))dx is (A) 1/4 ln(3/2) (B) 1/2 ln(3/2) (C) ln(3/2) (D) 1/6ln(3/2)

The value of int _(sqrt ( log 2 )) ^(sqrt( log 3 )) (x sin x ^(2))/( sin x ^(2) + sin (log 6 -x ^(2)))dx is

int sin ^ (2) (ln x) dx =

The value of int (sin (log x))/(x)dx is-

int(ln(1+sin^(2)x))/(cos^(2)x)dx

The value of int_(-2)^(2)tan(sin(log(sqrt(x^(2)+1)+x)))dx is

The value of int_(-(pi)/(2))^((pi)/(2))sin{log(x+sqrt(x^(2)+1))}dx is