Problem 6. (E04) Find the LTs (if they exist) with their associated ROCS for the following signals: x1(t) = eat cos(wot + ¢)u(t) (За) x2(t) = etu(-t) + e®t u(t) 13(t) = 1 (3b) (3c) %3D

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Problem 6. (E04) Find the LTs (if they exist) with their associated ROCS for the following
signals:
x1(t) = eat cos(wot + ¢)u(t)
(За)
02(t) = etu(-t) +e®t u(t)
13(t) = 1
T4(t) = (1– |t|)p(lt|;0, 1)
15(t) = [cos(w,t)u(-t)] * [e¯atu(t)]
T6(t) = |cos(wot)| u(t)
(3b)
(3c)
(3d)
(3e)
(3f)
x7(t) = e-tu(t) + te-2tu(t – 1)
E8(t) = 6(3t) – u(3t)
(3g)
(3h)
Hint: For x6 use the LT property regarding truncated (causal) periodic signals.
Transcribed Image Text:Problem 6. (E04) Find the LTs (if they exist) with their associated ROCS for the following signals: x1(t) = eat cos(wot + ¢)u(t) (За) 02(t) = etu(-t) +e®t u(t) 13(t) = 1 T4(t) = (1– |t|)p(lt|;0, 1) 15(t) = [cos(w,t)u(-t)] * [e¯atu(t)] T6(t) = |cos(wot)| u(t) (3b) (3c) (3d) (3e) (3f) x7(t) = e-tu(t) + te-2tu(t – 1) E8(t) = 6(3t) – u(3t) (3g) (3h) Hint: For x6 use the LT property regarding truncated (causal) periodic signals.
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