Prove that;cos(pi/4 - x) cos(pi/4 - y) - sin(pi/4 - x) sin(pi/4 - y) = sin(x+y)
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we know that cosAcosB-sinAsinB=cos(A+B)
so from the above expression we get
cos(pi/2-(X+Y))
=sin(X+Y)
so from the above expression we get
cos(pi/2-(X+Y))
=sin(X+Y)
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