prove that cosec2A-cos2A=tanA
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Step-by-step explanation:
COSEC2A - COT2A = TANA
LHS= 1/sin2A - cos2A/sin2A
=1-cos2A/sin2A
cos2A = 1-2sin2A
sin2a =2sinAcosA
BY USING THESE
LHS= [1- (1-2sin2A)]/2sinAcosA
=2sin2A/2sinAcosA=sinA/cosA
=TanA = RHS
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