EBK FUNDAMENTALS OF ELECTRIC CIRCUITS
6th Edition
ISBN: 8220102801448
Author: Alexander
Publisher: YUZU
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Textbook Question
Chapter 2, Problem 45P
Find the equivalent resistance at terminals a-b of each circuit in Fig. 2.109.
Figure 2.109
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Students have asked these similar questions
1. For v(t)=2Σn-[8(t-n) + 28(t-n-0.4)], determine
(a) (10%) a figure of v(t);
(b) (5%) period To;
(c) (10%) Fourier series in Form III;
(d) (5%) Fourier transform;
(e) (5%) total power.
5. In the figure, v(t) = m(t)ej2nfct where the message signal is m(t): = Acos (2πfmt) and the carrier signal is
vc(t) = 2e−j(2nfct+0) where 0 is constant and 0 < fm
= cos (2π x 10t+ 0) where 0 is random with a probability density
E [0, 2π), and f(0) = 0 otherwise. v,(t) passes through a linear filter below.
2. Consider a random process v(t)
function f(0) = 1/(2) for
vi(t)-
H(f)
vo(t)
Determine
(a) (5%) vo(t);
(b) (10%) autocorrelation function of v(t);
(c) (8%) power spectral density function of vo(t);
(d) (7%) power of vo(t).
1
=
H(f)
2πf2+1
Chapter 2 Solutions
EBK FUNDAMENTALS OF ELECTRIC CIRCUITS
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