Fourier analysis tells us that a square wave y(t) with period and amplitude of one is given by the following sum of sine waves: y(t) = TU n sin (2nt) n n = 1,3,5,7,...,00 Write a VI that approximates y(t) by evaluating only its first few terms. Evaluate y(t) over the range from t = 0s to t = 3s with At = 0.001s. (4 pts)