for the periodic signal shown above where time is in sec a determine the exponential fourier ser

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For the periodic signal shown above where time t is in sec, a) determine the exponential Fourier Series coefficients of the signal; b) use the result of part a) to determine the exponential Fourier series of the signal: c) use the result of part b to generate in MATLAB the signal shown in terms of its Fourier Series expansion. Show a diagram over the same time interval above and make sure to include the code used to generate the plot (NO CODE = NO CREDIT).d) Use MATLAB to generate a spectral plot showing separately magnitude and phase as a function of frequency. 2. Apply the signal of Prob. 1 to the following systems specified in terms of the impulse response: a) , b) , c) , d) . For each of these four cases, determine and plot using MATLAB as a function of and as a function of . For each of these cases determine the output and plot as function of time for each of the four impulse responses.

          For the periodic signal shown above where time t is in sec, a) determine the exponential Fourier Series coefficients of the signal; b) use the result of part a) to determine the exponential Fourier series of the signal: c) use the result of part b to generate in MATLAB the signal shown in terms of its Fourier Series expansion. Show a diagram over the same time interval above and make sure to include the code used to generate the plot (NO CODE = NO CREDIT).d) Use MATLAB to generate a spectral plot showing separately magnitude and phase as a function of frequency.
2. Apply the signal of Prob. 1 to the following systems specified in terms of the impulse response: a) , b) , c) , d) . For each of these four cases, determine and plot using MATLAB as a function of and as a function of . For each of these cases determine the output and plot as function of time for each of the four impulse responses.

for the periodic signal shown above where time is in sec a determine the exponential fourier series coefficients of the signal b use the result of part a to determine the exponential fourier 65777

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