int(sec xdx)/(sqrt(sin(2x+A)+sin A))

int(sec xdx)/(sqrt(sin(2x+A)+sinA)) " is equal to "

int(sec xdx)/(sqrt(sin(2x+A)+sinA)) " is equal to "

Evaluate the following Integrals : int (sec x .dx)/(sqrt(sin (2x+A)+sin A))

Let int(sec xdx)/(sqrt(sin(2x+theta)+sin theta))=f(x)+C where C is an arbitrary constant such that f(0)=(2)/(sqrt(3)) at theta=(pi)/(6), then the value of f((pi)/(4)) when theta=(pi)/(4), is

int(sec xdx)/(sqrt(cos2x))=

int(sec x)/(sqrt(2sin(x+A)cos x))*dx

int(sec x)/(sqrt(sin(2x+alpha)+sin alpha))dx

int(cos xdx)/(sqrt(1+sin x))=2((sin x)/(2)+(cos x)/(2))+c

int(sec^(n)xdx)/(sqrt(tan x))