prove that sec^4 theta - sec^2 theta = tan^4 theta + tan^2 theta
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let theta = a
Lhs= sec4a-sec2a
=sec2a(sec2a-1)
=tan2a+1(tan2a)
=tan4a+ tan2a
=Rhs
hence proved.
Lhs= sec4a-sec2a
=sec2a(sec2a-1)
=tan2a+1(tan2a)
=tan4a+ tan2a
=Rhs
hence proved.
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