cot x+tan x=2cosec x

Find the general solution of cot x + tan x = 2 cosec x

Solve the equation cot x + tan x = 2 cosec x .

Solve the following trigonometric equation : cot x + tan x = 2 cosec x .

Total number of solutions of tan x + cot x=2cosec x in [-2pi,2pi] is equal to

Solve the following: 3 tan x+ cot x=5 cosec x

Solve 3 tan x + cot x = 5 cosec x

int( sin ^2 x-cos ^2 x)/(sin ^2 x cos ^2 x) d x is equal to a) tan x+cot x+C b) tan x+cosec x+C c) -tan x+cot x+C d) tan x+sec x+C

The minimum value of |sin x+cos x+tan x+csc x+sec x+cot x| is

The value of (cosec x-sin x) (sec x-cos x) (tan x+cot x) is

Find the derivatives of the following functions w.r.t.x : (cot x + cosec x )/(cot x - cosec x )