We consider a system defined by its impulse response: h(t) = u(t +2) Find the output of the system for an input: x(t) = etu(t+3) Select one: y(t) = (e-(t+2) – e³)u(t + 5) None of these y(t) = -(e-(t+4) + e³)u(t + 5) y(t) = –(e-(t+2) – e³)u(t + 5)

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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We consider a system defined by its impulse response: h(t) = u(t+2) Find the output of the system for an input: æ(t) = e-tu(t+3) Select one: y(t) = (e-(+2) – e³)u(t + 5) None of these y(t) = -(e-(+4) + e³)u(t+ 5) y(t) = -(e-(t+2) – e )u(t + 5)
We consider a system defined by its
impulse response:
h(t) = u(t + 2)
Find the output of the system for an
input: æ(t) = etu(t+3)
Select one:
y(t) = (e-(+2) – e³)u(t +5)
None of these
y(t) = -(e-(+4) + e³)u(t + 5)
y(t) = -(e-(t+2) – e )u(t + 5)
Transcribed Image Text:We consider a system defined by its impulse response: h(t) = u(t + 2) Find the output of the system for an input: æ(t) = etu(t+3) Select one: y(t) = (e-(+2) – e³)u(t +5) None of these y(t) = -(e-(+4) + e³)u(t + 5) y(t) = -(e-(t+2) – e )u(t + 5)
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