Generate a MATLAB code that plots the following truncated Fourier series for a square wave of period To and peak-to-peak amplitude 2V: N 2A XN (t) = [ einwot jnn n=-N This can be rewritten in the combined XN (t)= Or in the trigonometric form as trigonometric form as 4A n=1 n odd NIT cos (nwot - 7). N 4A xv(t) = ta sin(nwot), nn n=1 n odd The program should ask the user to enter the input parameters To. A, and N. and then continuously plots the above expression from N = 1 up to the value of N entered by the user with a delay of one second between each two consecutive plots. Please use suitable labels for the horizontal and vertical axes and a title for each figure. Each figure should have the square wave marked in red and the truncated Fourier series marked in blue. Please show all work and the MATLAB code in a pdf file and