If cosecθ + cotθ = K, then prove that cosθ = K²-1/K²+1. ||CLASS 10|| Trigonometry ||TS, AP & CBSE||

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if cosecθ + cotθ = k then prove that cosθ = (k² - 1)/(k² + 1) if cosecθ + cotθ = k then prove that cosθ = (k² - 1)/(k² + 1)
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cosec theta + cot theta=k then prove that cos theta= k²-1 / k²+1 cosec theta + cot theta=k then prove that cos theta= k²-1 / k²+1
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