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please explain the solution of above problem,(highlighted portion).

4) 0 Odxsin xdr For n 0 f(x cosnxdx 0 cosnxdsin xcos nxdx _sinxcos nxax 2sin x cos nxdx 2π sin (n1)x -sin (n -1)xdr

Chapter 7.5 Problem 11P Step 2 0 Thus, a, sx(22-1),a, = x(42-1) For n#1, f(x)sinndr Osin nxdxsin xsin nxdx =-1. Sin.r sin nrar 2sin nxsin xdx 2 2sin nxsin xdr cos (n-1)x cos(n+1)xdx 2π

why n not equal to zero and n not equal to one,explain in detail.

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