Part A. Find the magnitudes and angles in degrees for the following complex numbers: (a) If Z₁ = 14 + j11, Z₂ = -12 + j21, Z3 = 12 + j(-9), and Z4 = (Z₁ x Z₂) + Z3, find Z4. Magnitude: ; Angle: (°) Submit Answer Tries 0/5 (b) If Z5 = (Z₁ + Z3) / Z₂, find Z5. Magnitude: Submit Answer Tries 0/5 (c) If Z6 = Z₁ + Z₂ - Z3, find Z6. Magnitude: Submit Answer Tries 0/5 ; Angle: Submit Answer Tries 0/5 ; Angle: (°) Part B. Find the real and imaginary parts for the following complex numbers: (d) If Z7 = 1/Z₁, find Z, in real and imaginary parts. Real Part: ; Imaginary Part: (e) If Zg = (1/Z₂) + (1/ Z3), find Zg in real and imaginary parts. Real Part: ; Imaginary Part: Submit Answer Tries 0/5 (°)
Part A. Find the magnitudes and angles in degrees for the following complex numbers: (a) If Z₁ = 14 + j11, Z₂ = -12 + j21, Z3 = 12 + j(-9), and Z4 = (Z₁ x Z₂) + Z3, find Z4. Magnitude: ; Angle: (°) Submit Answer Tries 0/5 (b) If Z5 = (Z₁ + Z3) / Z₂, find Z5. Magnitude: Submit Answer Tries 0/5 (c) If Z6 = Z₁ + Z₂ - Z3, find Z6. Magnitude: Submit Answer Tries 0/5 ; Angle: Submit Answer Tries 0/5 ; Angle: (°) Part B. Find the real and imaginary parts for the following complex numbers: (d) If Z7 = 1/Z₁, find Z, in real and imaginary parts. Real Part: ; Imaginary Part: (e) If Zg = (1/Z₂) + (1/ Z3), find Zg in real and imaginary parts. Real Part: ; Imaginary Part: Submit Answer Tries 0/5 (°)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Transcribed Image Text:Part A. Find the magnitudes and angles in degrees for the following complex numbers:
(a) If Z₁ = 14 + j11, Z₂ = -12 + j21, Z3 = 12 + j(-9), and Z4 = (Z₁ × Z₂) + Z3, find Z4.
Magnitude:
; Angle:
(°)
Submit Answer Tries 0/5
(b) If Z5 = (Z₁ + Z3) / Z₂, find Z5.
Magnitude:
Submit Answer Tries 0/5
(c) If Z6 = Z₁ + Z2 - Z3, find Z6.
Magnitude:
Submit Answer Tries 0/5
Submit Answer
Tries 0/5
; Angle:
; Angle:
Part B. Find the real and imaginary parts for the following complex numbers:
(d) If Z7 = 1 / Z₁, find Z7 in real and imaginary parts.
Real Part:
; Imaginary Part:
Submit Answer Tries 0/5
(e) If Zg = (1/ Z₂) + (1 / Z3), find Zg in real and imaginary parts.
Real Part:
; Imaginary Part:
(°)
(⁹)
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