Prove : cot^4 x+ cot^2x = cosec^4 x - cosec^2 x

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cot^4x + cot^2x = cosec^4x - cosec^2x cot^4x + cot^2x = cosec^4x - cosec^2x
2 sec^2x - sec^4x - 2 cosec^2x + cosec^4x = cot^4x - tan^4x 2 sec^2x - sec^4x - 2 cosec^2x + cosec^4x = cot^4x - tan^4x
Prove the following identities: cot^4x + cot^2x = cosec^4x - cosec^2x Prove the following identities: cot^4x + cot^2x = cosec^4x - cosec^2x
PROVE THAT cot(x) OVER cosec(x) IS EQUAL cos(x) PROVE THAT cot(x) OVER cosec(x) IS EQUAL cos(x)
prove csc^4(x) - cot^4(x) = csc^2(x) + cot^2(x) prove csc^4(x) - cot^4(x) = csc^2(x) + cot^2(x)
Solving Trigonometry Identities: csc4x-cot4x=csc2x+cot2x Solving Trigonometry Identities: csc4x-cot4x=csc2x+cot2x
Prove that:- cosec2x + cot2x = cotx Prove that:- cosec2x + cot2x = cotx
#Prove that (sin x+ cos x) (tan x+ cot x) = sec x + cosec x. #Prove that (sin x+ cos x) (tan x+ cot x) = sec x + cosec x.