`inttan(x-theta)tan2xtan(x+theta)dx`

int tan(x-theta)tan(x+theta)tan2xdx

Evaluate: int tan(x-theta)tan(x+theta)tan2xdx

Find the value (s) of theta in [0,2 pi] for which the expression y=(tan(x-theta)+tan x+tan(x+theta))/(tan(x-theta)tan x tan(x+theta)) is independent of x.

Find the value(s) of theta in [0,2 pi] for which the expressio y=(tan(x-theta)+tan x+tan(x+theta))/(tan(x-theta)tan x tan(x+theta)) is independent of x.

inttan2xtan5xtan7xdx

tan5xtan3xtan2x=?

int_(sin theta)^(cos theta) f(x tan theta)dx (where theta!=(npi)/2,n epsilonI ) is equal to

inttan2xtan3xtan5xdx=

The Locus of the point (tan theta+sin theta,tan theta-sin theta) is (theta is a parameter) (x^(2)-y^(2))= kxy then (k)/(2)

Differentiate the following : (iii) -(tan theta)/(tan theta+sec theta)