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Question: the square wave 14 21 with period t and integer...

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The square wave 14)- 2-1 with period T and integer m depicted in Figure 1 can be expressed as a Fourier series. The Fourier coefficients for this function are 1 cos(no^t)dt bН f(t)sin(no,t)dtr1.sin(n(PJ)dt + TI.,-1.sin(no,t)dt 0.5 0.5 0.2T 0.4T 0.6T 0.8T Figure 1: Plot of a square wave. Prove that the square wave can be written as 4 2T (2n-1) f(t)- sin π(2n-1)

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