000 The 1st-order RC Lowpass Filter circuit was found in class to have the following unit step response for T = RC = 1: s(t)=lu (t) — e-*u (t) If an input signal x (t) = 4rect (t - 0.5) - 4rect (t - 1.5) is applied to this system when it is relaxed, select ALL of the terms below that will appear in the total response of the system to this new input: 48 (t) (4-4e-')u(t) (4-4e-(-0.5)) u (t - 0.5) (-4+4e-(-1)) u (t − 1) (-88e-(-1)) u (t - 1) (-4+4e-(-1.5)) u (t - 1.5) (-4+4e-(-2)) u (t − 2) (4-4e-(-2)) u (t-2) -88 (t-1) 48 (t - 2)

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000
The 1st-order RC Lowpass Filter circuit was found in class to have the following unit step response for T = RC = 1:
s(t)=lu (t) — e-*u (t)
If an input signal x (t) = 4rect (t - 0.5) - 4rect (t - 1.5)
is applied to this system when it is relaxed, select ALL of the terms below that will appear in the total response of the system to this new input:
48 (t)
(4-4e-')u(t)
(4-4e-(-0.5)) u (t - 0.5)
(-4+4e-(-1)) u (t − 1)
(-88e-(-1)) u (t - 1)
(-4+4e-(-1.5)) u (t - 1.5)
(-4+4e-(-2)) u (t − 2)
(4-4e-(-2)) u (t-2)
-88 (t-1)
48 (t - 2)
Transcribed Image Text:000 The 1st-order RC Lowpass Filter circuit was found in class to have the following unit step response for T = RC = 1: s(t)=lu (t) — e-*u (t) If an input signal x (t) = 4rect (t - 0.5) - 4rect (t - 1.5) is applied to this system when it is relaxed, select ALL of the terms below that will appear in the total response of the system to this new input: 48 (t) (4-4e-')u(t) (4-4e-(-0.5)) u (t - 0.5) (-4+4e-(-1)) u (t − 1) (-88e-(-1)) u (t - 1) (-4+4e-(-1.5)) u (t - 1.5) (-4+4e-(-2)) u (t − 2) (4-4e-(-2)) u (t-2) -88 (t-1) 48 (t - 2)
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