2t 1 t- 4 16. Given f(t) = rect 2 and g(t) = rect g(t) can be expressed as a. 9(t) = f(t/2- 3/2) none of these C. g(t) = f(2t-3) d. g(t) = f(2t -3/2) e. 9(t) = f(t/2- 3)

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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2t - 1
16. Given f(t) = rect
2
and g(t) = rect
g(t) can be expressed as
a. g(t) = f(t/2 – 3/2)
b.
none of these
C. g(t) = f(2t-3)
d. g(t) = f(2t - 3/2)
e. g(t) = f(t/2- 3)
Transcribed Image Text:2t - 1 16. Given f(t) = rect 2 and g(t) = rect g(t) can be expressed as a. g(t) = f(t/2 – 3/2) b. none of these C. g(t) = f(2t-3) d. g(t) = f(2t - 3/2) e. g(t) = f(t/2- 3)
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