Prove that cot theta minus tan theta is equal to 2 cosec theta - 1 / sin theta cos theta
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Answer:
Let θ =A
Cot A --tan A
= cosA/sinA -- sinA/cosA
=cos^2 A -- sin^2 A / sinA.cosA
=cos^2 --(1--cos^2 A)/sinA.cosA
=cos^2 --1 + cos^2 A / sinA.cosA
=2cos^2 --1/sina.cosA
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