Prove that sin A(1/sinA-1/cosec A)= cos 2 A
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Answer:1+cosec A)/ cosecA = cos2A/( sinA-1)
LHS:
(1+cosecA)/cosec A
= (1/cosecA) + (cosecA/cosecA)
= sinA+1
=sinA+1 X (1-sinA/1-sinA)
=sin2A-1/1-sinA
=cos2A/1-sinA
=RHS.
Hence Proved
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