Please solve this quickly
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lekhahasa:
once again send the question properly
Can you repeat that equal to part again...
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LHS
= Tanθ / (secθ + 1) + Cotθ / (cosecθ + 1)
= Tanθ (secθ -1) / [(secθ -1)(secθ +1)]
+Cot (cosecθ -1)/[(cosecθ -1)(cosecθ +1)]
= Tanθ (secθ -1) /(sec²θ - 1) + Cotθ (cosecθ -1) /(cosec²θ -1)
= (secθ -1) /Tan θ + (cosecθ -1)/Cot θ
= cosecθ - cotθ + secθ - tanθ
= Tanθ / (secθ + 1) + Cotθ / (cosecθ + 1)
= Tanθ (secθ -1) / [(secθ -1)(secθ +1)]
+Cot (cosecθ -1)/[(cosecθ -1)(cosecθ +1)]
= Tanθ (secθ -1) /(sec²θ - 1) + Cotθ (cosecθ -1) /(cosec²θ -1)
= (secθ -1) /Tan θ + (cosecθ -1)/Cot θ
= cosecθ - cotθ + secθ - tanθ
perhaps the RHS mention is the question is not right.
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