In Problems 9.61–9.68 find the Fourier series, in complex exponential form, for the given functions. If the function is defined on a finite domain make a periodic extension of it (not odd or even). Simplify your answers as much as possible. For problems not marked with a computer icon, you should be able to evaluate the integrals by hand, or with the table in Appendix G.
9.65) f(x) = x on the domain [0, 5]
c
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