If cosec theta + cot theta =p, then prove that cos theta = p2- 1/p2 + 1

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If cosec theta + cot theta = p, then prove that cos theta = p^2-1/ p^2+1. If cosec theta + cot theta = p, then prove that cos theta = p^2-1/ p^2+1.
1 If cosec θ + cot θ = p, then prove that cos θ = p2- 1/ p2+1 1 If cosec θ + cot θ = p, then prove that cos θ = p2- 1/ p2+1
If cosec theta+cot theta=p then prove that cos theta=p2-1/p2+1 | if cosec theta+cot theta=k then If cosec theta+cot theta=p then prove that cos theta=p2-1/p2+1 | if cosec theta+cot theta=k then
If Cosec θ + Cot θ = p then prove that Cos θ = p^2 - 1 / P^2 + 1 || Trigonometry Class 10 PYQ If Cosec θ + Cot θ = p then prove that Cos θ = p^2 - 1 / P^2 + 1 || Trigonometry Class 10 PYQ
If cosecθ+θ=p, then prove that cosθ=p^2-1/p^2+1 W If cosecθ+θ=p, then prove that cosθ=p^2-1/p^2+1 W
If cosecθ+cotθ = p then prove that cosθ = p^2 - 1/p^2 + 1 . If cosecθ+cotθ = p then prove that cosθ = p^2 - 1/p^2 + 1 .
If cosecθ+θ=p, then prove that cosθ=p^2-1/p^2+1 WW If cosecθ+θ=p, then prove that cosθ=p^2-1/p^2+1 WW
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