Write a function with the header: function [F, t] = myFourierSquareWave(T, nTerms) which approximates a square wave with this Fourier series:

You must use a for-loop and implement the above equation. Define t from -1.1 to 1.1 in steps of 0.01;

Problem 3: (5 Points) Write a function with the header function [F, t] myFourierSquareWave(T, nTerms ) which approximates a square wave 1 (0> [F2, t2] = myFourierSquareWave (1, 2); >> [F5, t5] = myFourierSquareWave (1, 5); >> [F10, t10] = myFourierSquareWave (1, 10); >F50, t50] -myFourierSquareWave (1, 50); >> plot (t2, F2, t5, F5, t10, F10, t50, F50) ylim(I-1.5 1.5])