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Q1 (b). For a unity feedback system with G(S) = S(S²+4 i center & angle of asymptotes breakaway & break-in points ii. iii. angle of departure from a complex pole intersection with the imaginary axis draw the root locus using above information. S(S²+45+5)* find 5 (5-2-1) (1-44))

Q1 (b). For a unity feedback system with G(S) = S(S²+4 i center & angle of asymptotes breakaway & break-in points ii. iii. angle of departure from a complex pole intersection with the imaginary axis draw the root locus using above information. S(S²+45+5)* find 5 (5-2-1) (1-44))

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Q1 (b). For a unity feedback system with G(s) center & angle of asymptotes ii. breakaway & break-in points IV. V. angle of departure from a complex pole intersection with the imaginary axis draw the root locus using above information. K 1 S(S²+45+5)* 1 5 ( 5-2-1)(3-44)) find
Transcribed Image Text:Q1 (b). For a unity feedback system with G(s) center & angle of asymptotes ii. breakaway & break-in points IV. V. angle of departure from a complex pole intersection with the imaginary axis draw the root locus using above information. K 1 S(S²+45+5)* 1 5 ( 5-2-1)(3-44)) find
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