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Question

If cos (θα) = x and sin (θβ) = y, then prove that
cos2(αβ)+2xysin(αβ)=x2+y2

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Solution

Write αβ=(θβ)(θα)
cos(αβ)=x1y2+y1x2
sin(αβ)=xy1x21y2
Put in L.H.S. etc

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