1. Plot the complex number as a point and vector once the following are evaluated. a. 7+7 (727°) 1+1 727° →7c0s 7 + j(7 sin7) 6.9478 +jo-8531 = (7 + 7i) (6.94 78 + jo.8531) J+7 = 48-6346 + j5-9717 +j48.63467 5.9471² J+7 = 48-6346 + 54.6063i + 5.9717(-1) itt 42-6629 + 54-60631 i+7 (1 + 2i) 526° 31+4

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Name:
Section:
C.
Schedule:
-7-71
-1-1 (74180°)
Transcribed Image Text:> Name: Section: C. Schedule: -7-71 -1-1 (74180°)
1.
Plot the complex number as a point and vector once the following are evaluated.
a. 7+7 (727°)
1+1
7L7° →7c0s 7 + j(75in 7)
6.9478 +jo.8531
= (7+7₁) (6.9478 +jo.8531)
J+7
2
48-6346 + j5-9717 +j48.63467 5.917) ²
J+7
= 48-6346 + 54.6063i + 5.9717 (-1)
it t
= 42.6629 + 54-60631
1+7
(1 + 2i)
b.
526°
31+4
Transcribed Image Text:1. Plot the complex number as a point and vector once the following are evaluated. a. 7+7 (727°) 1+1 7L7° →7c0s 7 + j(75in 7) 6.9478 +jo.8531 = (7+7₁) (6.9478 +jo.8531) J+7 2 48-6346 + j5-9717 +j48.63467 5.917) ² J+7 = 48-6346 + 54.6063i + 5.9717 (-1) it t = 42.6629 + 54-60631 1+7 (1 + 2i) b. 526° 31+4
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