|ir ic L R the circuit above, use L = 20mH, C = 2µF, v(0) =-21V, and i(0) = -120mA. For each of the following values of R, find the two desired quantities. a. For R = 502, determine the roots of the characteristic equation. (You may enter your answers in either order.) ]+[ S, = S2 = b. For R = 1002, determine the two coefficients associated with v(t). (Re-enter your answers below.) Answers: c. For R = 162, determine the values of the voltage v at t = 26µs and t = 1.9ms. (Enter the earlier one first. Re-enter your answers below.) Answers: ell

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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[ir
ic
L
R
the circuit above, use L = 20mH, C = 2µF, v(0) =-21V, and i(0) = -120mA.
For each of the following values of R, find the two desired quantities.
a. For R = 50S2, determine the roots of the characteristic equation. (You may enter your answers in either order.)
]+[
S =
S2 =
b. For R = 1002, determine the two coefficients associated with v(t). (Re-enter your answers below.)
Answers:
c. For R = 162, determine the values of the voltage v at t = 26µs and t = 1.9ms. (Enter the earlier one first. Re-enter your answers below.)
Answers:
Transcribed Image Text:[ir ic L R the circuit above, use L = 20mH, C = 2µF, v(0) =-21V, and i(0) = -120mA. For each of the following values of R, find the two desired quantities. a. For R = 50S2, determine the roots of the characteristic equation. (You may enter your answers in either order.) ]+[ S = S2 = b. For R = 1002, determine the two coefficients associated with v(t). (Re-enter your answers below.) Answers: c. For R = 162, determine the values of the voltage v at t = 26µs and t = 1.9ms. (Enter the earlier one first. Re-enter your answers below.) Answers:
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