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

Evalute the following integrals int tan (x - theta) tan x (x + theta) tan 2x dx

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.

Evaluate: int(tan theta+tan^(3)theta)/(1+tan^(3)theta)d theta

The expression (tan4 theta+tan2 theta)(1-tan^(2)(3 theta)tan^(2)theta) is identical to

If: tantheta + tan 2theta + tan 3theta = tan theta.tan2theta.tan 3theta , then: theta =

Statement I tan5theta-tan3theta-tan2theta=tan5theta tan3theta tan2theta . Statement II x=y+z rArr tanx-tany-tanz=tan x tan y tanz

Prove that: tan8 theta-tan6 theta-tan2 theta=tan8 theta tan6 theta tan2 theta

Solve that following equations: tan theta+tan2 theta+tan3 theta=tan theta tan2 theta tan3 theta