Fourier Series Analysis and Synthesis Problem #1. a) Create a partial Fourier series sum in Excel or MatLAB for the n interval [0,9) and t time interval [-1,1), using the following Fourier series coefficients obtained by the equations in the textbook. Break the time interval into 50 or more discrete intervals, estimate g(t) with a partial Fourier series. Plot the sum in Excel using lab report protocols. Ao=0.333333 A1=0.810569469 A2=-0.202642367 Az= 0.090063274 A4= -0.050660592 A=0.032422779 A6=-0.022515819 Az=0.016542234 Ag=-0.012665148 A9=0.01000703 Fourier Series Analysis and Synthesis Problem #1. a) Create a partial Fourier series sum in Excel or MatLAB for the n interval [0,9) and t time interval [-1,1), using the following Fourier series coefficients obtained by the equations in the textbook. Break the time interval into 50 or more discrete intervals, estimate g(t) with a partial Fourier series. Plot the sum in Excel using lab report protocols. Ao=0.333333 A1=0.810569469 A2=-0.202642367 Az= 0.090063274 A4= -0.050660592 A=0.032422779 A6=-0.022515819 Az=0.016542234 Ag=-0.012665148 A9=0.01000703