1+cos a/sin a +sin a/1+cos a = 2 cosec a please help i'm blank
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This is easy my dear. Here's a proof.
SinA/(1 + CosA) + (1 + CosA)/SinA
= [(SinA)^2 + (1+CosA)^2]/[SinA(1 + CosA)]
= [(SinA)^2 + (CosA)^2 + 1 + 2CosA]/[SinA(1 + CosA)]
= [2(1 + CosA)]/[SinA(1 + CosA)] ( since, (SinA)^2 + (CosA)^2 = 1 )
= 2/SinA = 2CosecA
Hence LHS=RHS.
That’s it, cake walk. Hope you understand.
Best wishes.
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