prove sin2x - sin2y = sin(x + y)sin(x - y)?
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Answer:
Explanation:
sin(x+y)sin(x−y)
= (sinxcosy+cosxsiny)(sinxcosy−cosxsiny)
= sin2xcos2y−cos2xsin2y
= sin2x(1−sin2y)−(1−sin2x)sin2y
= sin2x−sin2xsin2y−sin2y+sin2xsin2y
= sin2x−sin2xsin2y−sin2y+sin2xsin2y
= sin2x−sin2y
Step-by-step explanation:
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