`tantheta + cot 2theta=2`

tantheta . Cot theta =

tantheta . Cot theta =

If tantheta + cot theta = 2 , find the value of tan^2 theta + cot^2 theta

If tantheta+ cot theta = 2 , then prove that tan^10theta + cot^10 theta =2

If tantheta - cot theta =a and cos theta - sin theta =b , then value of (a^(2) + 4) (b^(2) -1)^(2) is:

Least integral value of 3(tan^(2)theta + cot^(2)theta)-8(tantheta + cot theta) +10, theta in (0,pi/2) can be

Suppose theta is an acute angle and tantheta+cot theta=2 Derive a quadratic equation in tantheta

Suppose theta is an acute angle and tantheta+cot theta=2 solve the given equation.

Assertion (A): tantheta+2tan2theta+4tan4theta+8tan8theta+16cot16theta=cottheta Reason (R ): cottheta-tantheta=2 cot2theta

If tantheta+cottheta=2 , find the value of tan^2theta+cot^2theta .