11. Consider a network shown in the figure consisting of a resistance, a capacitor, an inductor and three alternating voltage sources 1, 2 and 3. Terminal voltages of the sources 1, 2 and 3 are v₁ = Vo sin(t), V₂ = Vo sin(cot +120°) and v3 = Vo sin(ot+240°) respectively and moduli of the reactance of the capacitor and the inductor are equal to the resistance. Then 10 3 P (A) Peak value of voltage at point P is vo (√3+1) (B) Peak value of voltage at point P is vo (√3-1) (C) Vp = Vo (√3+ 1) sin(oot +90) (D) vp = Vo (√3-1) sin(oot + 180) 11. Consider a network shown in the figure consisting of a resistance, a capacitor, an inductor and threealternating voltage sources 1, 2 and 3. Terminal voltages of the sources 1, 2 and 3 are v₁ = V₁ sin(cot),V₂ = V₁ sin(t+120°) and v3 = V₁ sin(cot+240) respectively and moduli of the reactance of thecapacitor and the inductor are equal to the resistance. Then(A) Peak value of voltage at point P is vo (√3+1)(B) Peak value of voltage at point P is vo (√3-1)(C) vp = Vo (√3+1) sin(cot +90)(D) vpvo (√3-1) sin(cot + 180)

given here a circuit and asked to find the voltage at the point P.

Answered: 11. Consider a network shown in the…

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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11. Consider a network shown in the figure consisting of a resistance, a capacitor, an inductor and three alternating voltage sources 1, 2 and 3. Terminal voltages of the sources 1, 2 and 3 are v₁ = Vo sin(t), V₂ = Vo sin(cot +120°) and v3 = Vo sin(ot+240°) respectively and moduli of the reactance of the capacitor and the inductor are equal to the resistance. Then 10 3 P (A) Peak value of voltage at point P is vo (√3+1) (B) Peak value of voltage at point P is vo (√3-1) (C) Vp = Vo (√3+ 1) sin(oot +90) (D) vp = Vo (√3-1) sin(oot + 180)

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