Prove that : Cot 4x (Sin 5x +Sin 3x) = Cot x (Sin 5x - Sin 3x)
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L.H.S
cot4x(sin5x+sin3x)
⇒cot4x×2sin5x+3x2.cos5x−3x2
⇒cotx×2sin4x.cosx
⇒cos4xsin4x×2sin4x.cosx
⇒2cos4xcosx×sinxsinx
⇒cosxsinx2cos4xsinx
⇒cotx(sin(4x+x)−sin(4x−x))
⇒cotx(sin5x−sin3x)=R.H.S
Hence proved.
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