Use derivative and/or integration CTFT property along with the fact that 8(t) has CTFT 1, to find the CTFT of following signals: (2t + 4 for |t| <2 a. r(t) = {8 for 2

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Use derivative and/or integration CTFT property along with the fact that 8(t) has CTFT 1, to find the CTFT of following
signals:
2t + 4 for |t| < 2
a. x(t) :
8
for 2 <t < o
Otherwise
b. x(t) = 1+ 2|t| for |t| < 2
c. x(t) = u(-t – 1) + u(t – 1)
Transcribed Image Text:Use derivative and/or integration CTFT property along with the fact that 8(t) has CTFT 1, to find the CTFT of following signals: 2t + 4 for |t| < 2 a. x(t) : 8 for 2 <t < o Otherwise b. x(t) = 1+ 2|t| for |t| < 2 c. x(t) = u(-t – 1) + u(t – 1)
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