Consider the periodic function x(t) plotted in Fig. 1.
Fig 1
(a) Find the "DC" value a0 and the other Fourier coefficients ak for k ≠ 0 in the Fourier series representation of x(t).
(b) Define a new signal as y(t) = 2x(t – T0/2), and then sketch the waveform of y(t). Use the results of Problem P-3.14 to write down the Fourier series coefficients b0 and bk for k ≠ 0 for the periodic signal y(t) without evaluating any integrals.
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