tan^2B/cos^2A-tan^2A/cos^2B=tan^2B-tan^2A
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Step-by-step explanation:
tan2a−tan2b=cos2a.cos2bsin2a−sin2b
LHS tan2a−tan2b=cos2asin2a−cos2bsin2b =cos2a.cos2bsin2acos2b−sin2bcos2a
cos2b=1−sin2b
cos2b=1−sin2b
Therefore, cos2a.cos2bsin2a(1−sin2b)−sin2b(1−sin2a)
=cos2a.cos
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