Question: Question 1. Consider a Rectangular pulse x(t) = rect() Where t = 1+(SSS1+SSS2)/1000, where SSS1 and SSS2 are the last three digits of the

$Question 1. Consider a Rectangular pulse [ x(t)=operatorname{rect}left(frac{t}{tau}right) ] Where ( tau=1+(mathrm{S$

Question 1. Consider a Rectangular pulse x(t) = rect() Where t = 1+(SSS1+SSS2)/1000, where SSS1 and SSS2 are the last three digits of the student IDs of two students. If you are alone then use t = 1+(SSS1+SSS1)/1000. Perform the following tasks: (a) Draw the time domain signal (b) Find the Fourier transform (c) Plot the Fourier Transform Time Domain x(t) = rect() O Rectangular Pulse x(t) t(s) Frequency Domain X(w) =? X(w) W

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