prove that √sec²Φ+ cosec ²Φ =tanΦ+cotΦ
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Consider LHS
(sec^2+cosec^2)^1/2
(1+tan^2+1+cot^2)^1/2
(2+tan^2+ cot^2)^1/2
{(tan+cot)^2}^1/2
tan+cot
LHS=RHS
Hence proved
(sec^2+cosec^2)^1/2
(1+tan^2+1+cot^2)^1/2
(2+tan^2+ cot^2)^1/2
{(tan+cot)^2}^1/2
tan+cot
LHS=RHS
Hence proved
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