Thank you, I now need part b, the zero state response, redone with Fourier Transform approach. To reiterate, this is an additional part of the textbook example, not a graded assignment, please do not reject, thank you.

how to solve fourier series question and concepts ?

answer part b,please.

how do you compute fourier transforms of functions in general (for someone who has very little prior knowledge on the topic)

I need the answer as soon as possible

Problem 2. Fourier Transform of the Impulse Consider a unit-impulse signal x(t) = 8(t) а) Find the Fourier Transform, in magnitude and phase. b) Sketch by hand the Spectral Density X(@) and the phase X(@) Explain in words the meaning of these plots. c) Create a MATLAB simulation experiment to visualize that the sum of infinitesimal cosine signals can produce an impulse.

Explain the Fourier Transform and its applications in signal processing. How does it help in analyzing the frequency components of a signal?

2 Use Fourier Transform Pair to calculate the following integrals. (You can wirte down the answers in the blank (1) - o sin o do: (2) [ ejet-4) d@ : -00 do . sin' w 1 (3) sin ot dw: (4) [, (32.59)

This is a practice question from the Signal and Systems course of my Electrical Engineering Program. Could you please walk me through the steps for solving this? Thank you for your assistance.

answer quickly