at Question 1 [25 marks]: sin(t) Consider the signal y(t) = 2(t)p(t), where x(t) Answer the following questions and uplo
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at Question 1 [25 marks]: sin(t) Consider the signal y(t) = 2(t)p(t), where x(t) Answer the following questions and uplo
at Question 1 [25 marks]: sin(t) Consider the signal y(t) = 2(t)p(t), where x(t) Answer the following questions and upload your detailed solutions in part C: a) [2marks]: Sketch with labelling the Fourier transform of 3(t), i.e., X(jw). b) Find and sketch with labelling the Fourier transform of y(t), i.e., Y (jw), for each one of the following signals, p(t): 1. [5 marks]: p(t) = cos(žt) 2. [5 marks]: p(t) = cos(t) 3. [3 marks): p(t) = cos(2t) 4. [5 marks]: p(t) = S(t – an) 5. [5 marks]: p(t) = 3(t) =
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