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10 mF 20 Ω 40. Consider the network depicted in Fig. 10.54, and determine the equivalent impedance seen looking into the open terminals if (a) w = 1 rad/s; (b) w = 10 rad/s; (c) w = 100 rad/s. 25 N 55 Ω 20 mH 41. Exchange the capacitor and inductor in the network shown in Fig. 10.54, and calculate the equivalent impedance looking into the open terminals if W = 25 rad/s. I FIGURE 10.54 12 Find V in Fig 10. 55 if the boy9onteine R0 in H. (b) 3 O in

10 mF 20 Ω 40. Consider the network depicted in Fig. 10.54, and determine the equivalent impedance seen looking into the open terminals if (a) w = 1 rad/s; (b) w = 10 rad/s; (c) w = 100 rad/s. 25 N 55 Ω 20 mH 41. Exchange the capacitor and inductor in the network shown in Fig. 10.54, and calculate the equivalent impedance looking into the open terminals if W = 25 rad/s. I FIGURE 10.54 12 Find V in Fig 10. 55 if the boy9onteine R0 in H. (b) 3 O in

Introductory Circuit Analysis (13th Edition)
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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10 mF 20 N H 40. Consider the network depicted in Fig. 10.54, and determine the equivalent impedance seen looking into the open terminals if (a) w = 1 rad/s; (b) w = 10 rad/s; (c) w = 100 rad/s. 25 N 55 N 20 mH 41. Exchange the capacitor and inductor in the network shown in Fig. 10.54, and calculate the equivalent impedance looking into the open terminals if w = 25 rad/s. I FIGURE 10.54 42. Find V in Fig. 10.55 if the box contains (a) 3 2 in series with 2 mH; (b) 3 2 in series with 125 µF; (c) 3 2, 2 mH, and 125 µF in series; (d) 3 N, 2 mH, and 125 µF in series, but w = 4 krad/s. 43. Calculate the equivalent impedance seen at the open terminals of the network shown in Fig. 10.56 if ƒ is equal to (a) 1 Hz; (b) 1 kHz; (c) 1 MHz; (d) 1 GHz; (e) 1 THz. 3/-20° A w = 2 krad/s V 10 mH ell FIGURE 10.55 60 N 60 N : 30 μF bo I FIGURE 10.56 ll
Transcribed Image Text:10 mF 20 N H 40. Consider the network depicted in Fig. 10.54, and determine the equivalent impedance seen looking into the open terminals if (a) w = 1 rad/s; (b) w = 10 rad/s; (c) w = 100 rad/s. 25 N 55 N 20 mH 41. Exchange the capacitor and inductor in the network shown in Fig. 10.54, and calculate the equivalent impedance looking into the open terminals if w = 25 rad/s. I FIGURE 10.54 42. Find V in Fig. 10.55 if the box contains (a) 3 2 in series with 2 mH; (b) 3 2 in series with 125 µF; (c) 3 2, 2 mH, and 125 µF in series; (d) 3 N, 2 mH, and 125 µF in series, but w = 4 krad/s. 43. Calculate the equivalent impedance seen at the open terminals of the network shown in Fig. 10.56 if ƒ is equal to (a) 1 Hz; (b) 1 kHz; (c) 1 MHz; (d) 1 GHz; (e) 1 THz. 3/-20° A w = 2 krad/s V 10 mH ell FIGURE 10.55 60 N 60 N : 30 μF bo I FIGURE 10.56 ll
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