Prove that 2Sec^2(x)-Sec^4(x)-2Cosec^2(x)+Cosec^4(x) = (1-tan^8(x))/tan^4(x)

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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 that : ` 2sec^2x-sec^4x-2cosec^2x+cosec^4x=(1-tan^8x)/(tan^4x)` Prove that : ` 2sec^2x-sec^4x-2cosec^2x+cosec^4x=(1-tan^8x)/(tan^4x)`
Prove that : 2sec^2θ-sec^4θ-2cosec^2θ+cosec^4θ=cot^4θ-tan^4θ ...|| Class 10 || rd question || Prove that : 2sec^2θ-sec^4θ-2cosec^2θ+cosec^4θ=cot^4θ-tan^4θ ...|| Class 10 || rd question ||
Q266 | Prove that 2 sec ^2 ⁡x - sec ^4 ⁡x - 2 cosec ^2 ⁡x + cosec ^4 ⁡x = cot ^4 ⁡x -tan ^4⁡ x Q266 | Prove that 2 sec ^2 ⁡x - sec ^4 ⁡x - 2 cosec ^2 ⁡x + cosec ^4 ⁡x = cot ^4 ⁡x -tan ^4⁡ x
〖2sec〗^2 x−sec^4x−2cosec^2 x+cosec^4 x =cot^4 x−tan^4 x 〖2sec〗^2 x−sec^4x−2cosec^2 x+cosec^4 x =cot^4 x−tan^4 x
PROVE THAT : 2sec^2x-sec^4x-2cosec^2x+cosec^4x=1-tan^8x/tan^4x PROVE THAT : 2sec^2x-sec^4x-2cosec^2x+cosec^4x=1-tan^8x/tan^4x
Prove : 2sec^2x-sec^4x-2cosec^2x+cosec^4x=cot^4x-tan^4x. Prove : 2sec^2x-sec^4x-2cosec^2x+cosec^4x=cot^4x-tan^4x.
Prove that: 2sec^(2)A-sec^(4)A-2cosec^(2)A+cosec^(4)A=cot^(4)A-tan^(4)A | 11 | TRIGNOMETRIC FUNC... Prove that: 2sec^(2)A-sec^(4)A-2cosec^(2)A+cosec^(4)A=cot^(4)A-tan^(4)A | 11 | TRIGNOMETRIC FUNC...