(sin a . sin b)^2 - (cos a sin b)^2
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Answer:
Taking (sin B)^2 common :
= (sin B)^2 (cos^2 A - sin^2 A)
= (sin B)^2 (cos 2A)
= (2 . sin B . sin B . cos 2A)/2
= ((1 - cos 2B). cos 2A)/2
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{(Sin a . sin b)+ (cos a . sin b)} {(Sin a . sin b) - (cos a . sin b) }
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