Is `|t a n x+cot x|<|t a n x|+|cot x|` true for any `x ?` If it is true, then find the values of `xdot`

If tan x + cot x =2 , then sin^(2n)x + cos^(2n) x is equal to

Show that cot 2x cot x - cot 3x cot 2x -cot x=1

Prove that cot 2x cot x- cot 3x cot 2x - cot 3x cot x=1

If tan x+cot x=2, thensin ^(2n)x+cos^(2n)x is equal to

If m=sinx+cos x+tan x+cot x+sec x+cosec x and n=sinx+cosx-tanx-cotx-secx-cosecx then (m+n-2)(m-n)=( where x is an acute angle )

cotx cot 2x - cot 2x cot 3x - cot 3x cot x = 1

What is cot 2x cot 4x -cot4x cot 6x- cot6x cot 2x equal to ?

Prove that cot x cot2x-cot2x cot3x-cot3x cot x=1

If sec x cosec x = 2, then what is tan^(n) x + cot^(n)x equal to ?