int(dx)/(sqrt(4x+3)-sqrt(4x-3))

Evalute int(1)/(sqrt(x+3)-sqrt(x-4))dx.

int(1)/(sqrt(3x-4)-sqrt(3x-2))dx dx V3x-4-V3x-2

int(1)/(sqrt(4x+3))dx

int(dx)/(sqrt(4x^(2)+3))

int(x+3)/(sqrt(4x^(2)+4x-3))backslash dx=(1)/(4)sqrt(f(x))+(5)/(2)int(dx)/(sqrt(4x^(2)+4x-3)) then find minimum value of f(x)?

Evaluate the following integrals : int_(1)^(3)(sqrt(4-x))/(sqrt(x)-sqrt(4-x))dx

int(dx)/(sqrt(4x^(2)-3x))

int_(3)^(5) (dx)/(sqrt(x+4)+sqrt(x-2))=

int(1)/(sqrt(3-4x))dx