question for thumbs up.
We are given the following CT signal x(t): x(t) + 2 + 3 3 -2 11 t 1 -1 Solve the following without explicitly calculating the Fourier transform X (jw) of x(t). (a) X(w) can be expressed as A(jw)ej@(jw), where A(jw) and (jw) are both real-valued. These functions are similar to the magnitude and phase of X (jw), respectively, but we allow A(jw) to take on negative values. Find (jw). (b) Find X (0) (c) Find X(jw) dw. (d) Find S |X(jw) dw. (e) Sketch the inverse Fourier transform of Im{X(jw)}.
I need the answer for the whole We are given the following CT signal x(t): x(t) + 2 + 3 3 -2 11 t 1 -1 Solve the following without explicitly calculatin
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