integrate `∫x sec^2x dx`

Evaluate the following Integral: ∫Sec^2 x dx

Integrate : int ( sec^2x dx )/ ( cosec^2x )

Find the integral int sec x(sec x+tan x)dx

integrate of sec^(n) x tan x dx is equal to

Integrate: int (secx dx)/(sec x + tan x)

The integral int sec^(2/3)x cos ec^(4/3)x backslash dx is equal to :( Here C is a constant of integration )

Integrate : int(sec^(2)x)/(sqrt(1+tan x))dx

Integrate : int(sec^(2)x)/(a+b tan x)dx

The integral int sec^(2//3) "x cosec"^(4//3)"x dx" is equal to (here C is a constant of integration)

Integrate : int(sec^(2)x)/(sqrt(tan^(2)x+4))dx