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A continuous-time periodic sign als z(t) is given graphically below (a) Determine the exponential Fourier coefficients for x(t-de ocke, , where Ck 1S given by T/2 (b) x(t) is applied as an input to an LTI system whose frequency response is H(jw) = 2 sin(mw) Determine the corresponding output y(t) (c) Sketch yl(t). Be sure to mark the axes properly x(t) JT 0

For this question I just keep running into problem with part (a), the rest I'm confident I could do. If someone could explain part a to me though that would be great

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