int(dx)/(sqrt(sin x))=

int(dx)/(sqrt(1+sin x))

int(dx)/(sqrt(1+sin x))

Find int(dx)/(sqrt(1+sin2x))

int(dx)/(sqrt(3)sin x+cos x)=A log_(e)tan(Bx+c)+K then (A)A=(1)/(2)(B)B=-(1)/(2)(C)C=(pi)/(12) (D) C=(pi)/(4)

int(1)/(sqrt(1-sin x))dx

int (dx)/(sqrt(1+ sin x))

int(dx)/(sqrt(sin^(3)x sin (x+alpha)))

The value of int(dx)/(sqrt(sin(2x+theta)+sin theta)) is

int (dx) / (sqrt (sin ^ (3) x cos ^ (5) x)) =

int (dx)/(sqrt(sin^(3)x cos (x-alpha))