Prove that cosec2x+cot2x=cotx

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prove that cosec2x+cot2x=cotx prove that cosec2x+cot2x=cotx
Prove that:- cosec2x + cot2x = cotx Prove that:- cosec2x + cot2x = cotx
Proof : Cosec^2 x - Cot^2 x =1 | [ TRIGONOMETRY ] Proof : Cosec^2 x - Cot^2 x =1 | [ TRIGONOMETRY ]
Proof that cot(x) + cosec(x) = Proof that cot(x) + cosec(x) =
Proving TRIGONOMETRY Identity: csc(2x) + cot(2x) = cot(x) Proving TRIGONOMETRY Identity: csc(2x) + cot(2x) = cot(x)
`" cosec 2x + cot 2x = cot x "` `" cosec 2x + cot 2x = cot x "`
tanx-cotx= -2cot2x || Tanα−cotα=−2cot2α || tanA-cotA=-2cot2A || `tanA-cotA=-2cot2A` || tanx-cotx= -2cot2x || Tanα−cotα=−2cot2α || tanA-cotA=-2cot2A || `tanA-cotA=-2cot2A` ||
PROVE THAT cot(x) OVER cosec(x) IS EQUAL cos(x) PROVE THAT cot(x) OVER cosec(x) IS EQUAL cos(x)