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5. Let the Fourier Transform of g (t) be 16 + j37rf G (f) = (16 + Arf XXXXXXXXXXShowing all work, calculate the Fourier Transforms of a. Mt) = g (2t) b. g2(t) = g (—t — 6) . 3. Let g(t) be periodic...

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5. Let the Fourier Transform of g (t) be 16 + j37rf G (f) = (16 + Arf XXXXXXXXXXShowing all work, calculate the Fourier Transforms of a. Mt) = g (2t) b. g2(t) = g (—t — 6) .


3. Let g(t) be periodic with period T = 31mSec. If
t g(t) = cos2 (27r 31mSec) for 0


A simple raised cosine pulse can be defined as
1 + sin —4
calculate the energy in this pulse.
4. Let
It 0
Calculate the correlation coefficient, p, between x and g.

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Answered Same Day Dec 21, 2021

Solution

David answered on Dec 21 2021
125 Votes
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