Create a time vector t = [0:2]; and a squarewave signal with a period of 1. sw = (1 + square(2*pi*1*t))/2; and plot the squarewave as a function of...

Create a time vector

t = [0:0.001:2];

and a squarewave signal with a period of 1.

sw = (1 + square(2*pi*1*t))/2;

and plot the squarewave as a function of time.

Approximate the squarewave with the Fourier Series

Where T is the period of the squarewave.

Use a looping structure using a for statement to evaluate the Fourier Series. Plot the squarewave and the Fourier Series approximation for N = 0, 1, 3, etc. and observe how the series converges. For each figure provide a legend that will identify the traces.

Organize the program in sections.