if cosec theta+cot theta=k then prove that cos theta=k^2-1/k^2+1

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if cosec+cot=k then show that cos= kĀ²-1 / kĀ²+1 if cosec+cot=k then show that cos= kĀ²-1 / kĀ²+1
cosec theta + cot theta=k then prove that cos theta= kĀ²-1 / kĀ²+1 cosec theta + cot theta=k then prove that cos theta= kĀ²-1 / kĀ²+1
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If cosecA + cotA =k then prove that cosA = (k^2-1)/(k^2+1) If cosecA + cotA =k then prove that cosA = (k^2-1)/(k^2+1)
If cosecĪø+cotĪø=K then prove that cosĪø=KĀ²-1/KĀ²+1 If cosecĪø+cotĪø=K then prove that cosĪø=KĀ²-1/KĀ²+1
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.