A = -1.5-0.5j, B = 2 + j, C = 1.42105°, D = 2.2e3j, and E = e0.3-4j. Determine the values of the quantities listed below. (a) The real part of C, i.e., Re(C); (Q1) (b) The absolute value of A, i.e., |A|; (Q2) (c) The phase angle of A, i.e., LA; (Q3) (d) The imaginary part of A/B; (Q4) (e) The absolute value of A/B; (Q5) (f) The real part of C/D; (Q6) (g) The phase angle of C/D; (Q7) (h) The absolute value of (A + C)/(B + D); (Q8) (i) The phase angle of (A + C)/(B + D); (Q9) (j) The absolute value of +; (Q10) A (k) The phase angle of ½ + ½ ; (Q11) B (I) The real part of A²E; (Q12) (m) The phase angle of B/D*; (Q13) (n) The imaginary part of E + (±)*; (Q14) (o) The phase angle of B/(2A + 3C + (DE)*); (Q15)
A = -1.5-0.5j, B = 2 + j, C = 1.42105°, D = 2.2e3j, and E = e0.3-4j. Determine the values of the quantities listed below. (a) The real part of C, i.e., Re(C); (Q1) (b) The absolute value of A, i.e., |A|; (Q2) (c) The phase angle of A, i.e., LA; (Q3) (d) The imaginary part of A/B; (Q4) (e) The absolute value of A/B; (Q5) (f) The real part of C/D; (Q6) (g) The phase angle of C/D; (Q7) (h) The absolute value of (A + C)/(B + D); (Q8) (i) The phase angle of (A + C)/(B + D); (Q9) (j) The absolute value of +; (Q10) A (k) The phase angle of ½ + ½ ; (Q11) B (I) The real part of A²E; (Q12) (m) The phase angle of B/D*; (Q13) (n) The imaginary part of E + (±)*; (Q14) (o) The phase angle of B/(2A + 3C + (DE)*); (Q15)
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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![A = -1.5-0.5j, B = 2 + j, C = 1.42105°, D = 2.2e3j, and E = e0.3-4j.
Determine the values of the quantities listed below.
(a) The real part of C, i.e., Re(C); (Q1)
(b) The absolute value of A, i.e., |A|; (Q2)
(c) The phase angle of A, i.e., LA; (Q3)
(d) The imaginary part of A/B; (Q4)
(e) The absolute value of A/B; (Q5)
(f) The real part of C/D; (Q6)
(g) The phase angle of C/D; (Q7)
(h) The absolute value of (A + C)/(B + D); (Q8)
(i) The phase angle of (A + C)/(B + D); (Q9)
(j) The absolute value of +; (Q10)
A
(k) The phase angle of ½ + ½ ; (Q11)
B
(I) The real part of A²E; (Q12)
(m) The phase angle of B/D*; (Q13)
(n) The imaginary part of E + (±)*; (Q14)
(o) The phase angle of B/(2A + 3C + (DE)*); (Q15)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb86aa83a-0844-43ed-9a56-f49e1d665c91%2F400d605a-c638-4319-bb1f-7ea0870a004d%2F855emec_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A = -1.5-0.5j, B = 2 + j, C = 1.42105°, D = 2.2e3j, and E = e0.3-4j.
Determine the values of the quantities listed below.
(a) The real part of C, i.e., Re(C); (Q1)
(b) The absolute value of A, i.e., |A|; (Q2)
(c) The phase angle of A, i.e., LA; (Q3)
(d) The imaginary part of A/B; (Q4)
(e) The absolute value of A/B; (Q5)
(f) The real part of C/D; (Q6)
(g) The phase angle of C/D; (Q7)
(h) The absolute value of (A + C)/(B + D); (Q8)
(i) The phase angle of (A + C)/(B + D); (Q9)
(j) The absolute value of +; (Q10)
A
(k) The phase angle of ½ + ½ ; (Q11)
B
(I) The real part of A²E; (Q12)
(m) The phase angle of B/D*; (Q13)
(n) The imaginary part of E + (±)*; (Q14)
(o) The phase angle of B/(2A + 3C + (DE)*); (Q15)
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