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*P5.21. Suppose that v1 (t) = 100 cos (wt) and v2(t) = 100 sin(wt). Use phasors to reduce the sum v, (t) = v1(t) + v2 (t) to a single term of the form Vm cos(wt + 0). Draw a phasor diagram, showing V1, V2, and Vs. State the phase relationships between each pair of these phasors.

*P5.21. Suppose that v1 (t) = 100 cos (wt) and v2(t) = 100 sin(wt). Use phasors to reduce the sum v, (t) = v1(t) + v2 (t) to a single term of the form Vm cos(wt + 0). Draw a phasor diagram, showing V1, V2, and Vs. State the phase relationships between each pair of these phasors.

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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*P5.21. Suppose that v1(t) = 100 cos(wt) and V2(t) = 100 sin(wt). Use phasors to reduce the sum v, (t) = v1(t) + v2(t) to a single term of the form Vm cos(wt + 0). Draw a phasor diagram, showing V1, V2, and V,. State the phase relationships between each pair of these phasors.
Transcribed Image Text:*P5.21. Suppose that v1(t) = 100 cos(wt) and V2(t) = 100 sin(wt). Use phasors to reduce the sum v, (t) = v1(t) + v2(t) to a single term of the form Vm cos(wt + 0). Draw a phasor diagram, showing V1, V2, and V,. State the phase relationships between each pair of these phasors.
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