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13.42. Determine the angle and magnitude of 16( s + 1) GH s(s+ 2)(s+4) at the following points in the s-plane: (a) s=j2, (b) s= -2+ j2, (c) s= -4 + j2, (d) s= – 6. (e) s = – 3.

13.42. Determine the angle and magnitude of 16( s + 1) GH s(s+ 2)(s+4) at the following points in the s-plane: (a) s=j2, (b) s= -2+ j2, (c) s= -4 + j2, (d) s= – 6. (e) s = – 3.

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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13.42. Determine the angle and magnitude of 16( s + 1) GH s(s+ 2)(s+4) at the following points in the s-plane: (a) s=j2, (b) s= - 2+ j2, (c) s= - 4 + j2. (d) s= -6. (e) s= - 3. 13.43. Determine the angle and magnitude of 20( s + 10 + j10)(s + 10 – j10) (s+ 10)(s+ 15)(s+ 25) GH = at the following points in the s-plane: (a) s=j10, (b) s=j20, (c) s= – 10 + j20, (d) s= - 20 + j20, (e) s = - 15 + j5.
Transcribed Image Text:13.42. Determine the angle and magnitude of 16( s + 1) GH s(s+ 2)(s+4) at the following points in the s-plane: (a) s=j2, (b) s= - 2+ j2, (c) s= - 4 + j2. (d) s= -6. (e) s= - 3. 13.43. Determine the angle and magnitude of 20( s + 10 + j10)(s + 10 – j10) (s+ 10)(s+ 15)(s+ 25) GH = at the following points in the s-plane: (a) s=j10, (b) s=j20, (c) s= – 10 + j20, (d) s= - 20 + j20, (e) s = - 15 + j5.
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