Problem 4 (10 marks) Using the integral method, find the Fourier transform for the following function f(x) = H (x)e-ax w

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Problem 4 10 Marks Using The Integral Method Find The Fourier Transform For The Following Function F X H X E Ax W 1 (61.96 KiB) Viewed 43 times

Problem 4 (10 marks) Using the integral method, find the Fourier transform for the following function f(x) = H (x)e-ax where a is a constant. Problem 5 (10 marks) Using the Fourier table, find the Fourier transform for the function 3 f(x) = 5e-1x1 2x² + 1 Plot the resulting transform in MATLAB for we[-10,10]. Note that the Fourier transform has both positive and negative frequencies and is symmetric about the y-axis.