Math, asked by liyabincy506, 3 months ago

Prove that sec4Θ - sec2Θ = tan4Θ + tan2Θ?​

Answers

Answered by vanshmittal81
1

Answer:

LHS

sec4θ - sec2θ

= sec2 θ [ sec2 θ - 1 ] { taking sec2 θ as common }

= sec2θ . tan2θ

R.H.S.

tan4θ +tan2θ

= tan2θ [ tan2θ + 1 ]

= tan2θ . sec2θ

LHS = RHS

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