if y=acosnx+bsinnx, prove that;d^2y/dX^2 +n^2y=0
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y=Acosnx+Bsinnx
dxdy=An(−sinnx)+Bn(cosnx)
dx2d2y=−n2Acosnx+n2B(−sinx)
=−n2(Acosnx+Bsinnx)
dx2d2y+n2y=0
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