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Calculate the 5th roots of the complex number z = −16+ j16 √//3. 1. What is the magnitude r of all the roots? 2. Assuming the phase angles between 0 and 27. The roots are in the form jok Wk = re ▪ For k = 0, what is the the phase angle theta0 of wo in rad. ▪ For k = 1, what is the the phase angle thetal of w₁ in rad. For k = 2, what is the the phase angle theta2 of w₂ in rad. ▪ For k = 3, what is the the phase angle theta3 of w3 in rad. ▪ For k = 4, what is the the phase angle theta4 of w4 in rad.

Calculate the 5th roots of the complex number z = −16+ j16 √//3. 1. What is the magnitude r of all the roots? 2. Assuming the phase angles between 0 and 27. The roots are in the form jok Wk = re ▪ For k = 0, what is the the phase angle theta0 of wo in rad. ▪ For k = 1, what is the the phase angle thetal of w₁ in rad. For k = 2, what is the the phase angle theta2 of w₂ in rad. ▪ For k = 3, what is the the phase angle theta3 of w3 in rad. ▪ For k = 4, what is the the phase angle theta4 of w4 in rad.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Calculate the 5th roots of the complex number z = -16 + j16 √√3. 1. What is the magnitude r of all the roots? 2. Assuming the phase angles between 0 and 2. The roots are in the form I jok Wk = re For k = 0, what is the the phase angle theta0 of wo in rad. ▪ For k = 1, what is the the phase angle thetal of w₁ in rad. ▪ For k = 2, what is the the phase angle theta2 of w₂ in rad. ▪ For k = 3, what is the the phase angle theta3 of w3 in rad. ▪ For k = 4, what is the the phase angle theta4 of w4 in rad. Script 1|r=[2]; 2 theta0=[(2*pi)/15]; 3 theta1=[(8*pi)/15]; 4 theta2=[(14*pi)/15]; 5 theta3=[(4*pi)/3]; 6 theta4=[(26*pi)/15]; Save C Reset MATLAB Documentation
Transcribed Image Text:Calculate the 5th roots of the complex number z = -16 + j16 √√3. 1. What is the magnitude r of all the roots? 2. Assuming the phase angles between 0 and 2. The roots are in the form I jok Wk = re For k = 0, what is the the phase angle theta0 of wo in rad. ▪ For k = 1, what is the the phase angle thetal of w₁ in rad. ▪ For k = 2, what is the the phase angle theta2 of w₂ in rad. ▪ For k = 3, what is the the phase angle theta3 of w3 in rad. ▪ For k = 4, what is the the phase angle theta4 of w4 in rad. Script 1|r=[2]; 2 theta0=[(2*pi)/15]; 3 theta1=[(8*pi)/15]; 4 theta2=[(14*pi)/15]; 5 theta3=[(4*pi)/3]; 6 theta4=[(26*pi)/15]; Save C Reset MATLAB Documentation
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