Prove that: [sin 4 theta - cos 4 theta + 1]cosec 2 theta=2

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Prove that : (sin^4 θ - cos^4 θ +1) cosec^2 θ = 2...|| Class 10 || Prove that : (sin^4 θ - cos^4 θ +1) cosec^2 θ = 2...|| Class 10 ||
Prove that : `(sin^(4)theta- cos^(4) theta+ 1) "cosec"^(2)theta=2` Prove that : `(sin^(4)theta- cos^(4) theta+ 1) "cosec"^(2)theta=2`
Prove that (sin^4 theta - cos^4 theta + 1) cosec^2 theta = 2 Prove that (sin^4 theta - cos^4 theta + 1) cosec^2 theta = 2
Prove that(sin^4 θ-cos^4 θ+1) cosec^2 θ=2 Prove that(sin^4 θ-cos^4 θ+1) cosec^2 θ=2
Prove that (sin^4 θ - cos^4 θ + 1) cosec^2 θ = 2 Prove that (sin^4 θ - cos^4 θ + 1) cosec^2 θ = 2
Q95 | Prove that (sin^4⁡θ-cos^4⁡θ+1) cosec^2⁡θ=2 | Prove that sin power 4 theta - cos power 4 theta Q95 | Prove that (sin^4⁡θ-cos^4⁡θ+1) cosec^2⁡θ=2 | Prove that sin power 4 theta - cos power 4 theta
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