prove that sinx=2^10× sinx/2^10×cosx/2×cos2/^2×.......cosx/2^10
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sin2A=2sinAcosA
Let A=x2
sinx2=12sin(2(x2))=
2(12)sin(x2)cos(x2)=sin(x2)cos(x2)
Let A=x2
sinx2=12sin(2(x2))=
2(12)sin(x2)cos(x2)=sin(x2)cos(x2)
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