Prove it..
1.sin²A.cos²Bsin²B=sin²A-sin²B
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Answer:
sin(A+B)sin(A--B)
= (sinAcosB+cosAsinB)(sinAcosB--cosAsinB)
= (sinAcosB)^2 -- (cosAsinB)^2
= sin^2A(1--sin^2B) --sin^2B(1--sin^2A)
= sin^2A -- sin^2Asin^2B -- sin^2B + sin^2Asin^2B
= sin^2A -- sin^2B
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