1+1+cot^2A+1+tan^2A+4
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Answer:
We have
LHS =(1+1tan2A)(1+1cot2A)
=(1+cot2A)(1+tan2A)=cosec2A⋅sec2A
=1sin2A⋅1cos2A=1sin2Acos2A
=1sin2A(1−sin2A)=1(sin2A−sin4A)=RHS.
∴LHS=RHS.
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