`intcossqrt(ax+b)/sqrt(ax+b)dx`

int(cossqrt (ax+b))/sqrt (ax+b)dx

intcossqrt(x)dx=?

intsqrt (ax+b)dx

intxsqrt (ax+b)dx

int(ax+b)sqrt (cx+d)dx

If int log(sqrt(1-x)+sqrt(1+x))dx=xf(x)+Ax+Bsin^(-1)x+C , then

If x = (sqrt(a + 3b) + sqrt(a - 3b))/ (sqrt(a + 3b) - sqrt(a - 3b)) prove that : 3bx^(2) - 2ax + 3b = 0 .

if x = (sqrt(3a + 2b) + sqrt(3a - 2b))/(sqrt(3a + 2b) - sqrt(3a - 2b)) prove that : bx^(2) - 3ax + b = 0

sin (ax +b) cos (ax+b)

Evaluate : int sin (ax + b) cos (ax + b) dx