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Given the following sinusoids: vi = 2 sin(wt + 60°)V v2 = -3 cos(wt + 60°)V 02 Determine the phasor V = V + V2. Give the answer in polar form.

Given the following sinusoids: vi = 2 sin(wt + 60°)V v2 = -3 cos(wt + 60°)V 02 Determine the phasor V = V + V2. Give the answer in polar form.

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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Given the following sinusoids: vi = 2 sin(wt + 60°)V v2 = -3 cos(wt + 60°)V 02 Determine the phasor V, = V1 + V½. Give the answer in polar form. The solution formula to this question is: V = 22 - 30° – 3260° = 3.6055Z – 86.309°V On the Excel spreadsheet enter 3.6055∠-86.309° in the numerical block and V in the text block. Ensure that there is no spacing in between any of the characters, i.e., 3.6055 & ang; -86.309
Transcribed Image Text:Given the following sinusoids: vi = 2 sin(wt + 60°)V v2 = -3 cos(wt + 60°)V 02 Determine the phasor V, = V1 + V½. Give the answer in polar form. The solution formula to this question is: V = 22 - 30° – 3260° = 3.6055Z – 86.309°V On the Excel spreadsheet enter 3.6055∠-86.309° in the numerical block and V in the text block. Ensure that there is no spacing in between any of the characters, i.e., 3.6055 & ang; -86.309
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