Prove that cos a into cosec a minus sin a into sec a divided by cos a + sin a is equal to cosec a minus sec a
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LHS=cosa(cosec a)-(sina)seca/cosa+sina
=(cosa/sina-sina/coss)/cosa+sina
=(cosa-sina)(cosa+sina)/cosa×sina×(cosa+sina)
=(cosa-sina)/sina×cosa
now separating each term we get
cosa/(sina×cosa)-sina/(sina×cosa)
=coseca×seca=RHS
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