`overset(2)underset(1//2)int |log_(10)x|dx` equals to

int_(1//2)^(2) |log_(10)x|dx equals to

int_(1//2)^(2) |log_(10)x|dx equals to

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

overset(pi//2)underset(-pi//2)int |sin x|dx =

If {x} denotes the fractional part of x, then overset(2)underset(0)int{x} dx is equal to

Let overset(a)underset(0)int f(x)dx=lambda and overset(a)underset(0)int f(2a-x)dx=mu . Then, overset(2a)underset(0)int f(x) dx equal to

underset(-2)overset2 int |xcos(pix)|dx is equal to