Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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1. Perform the required integrations to get the result in the notes [1/7₁-²1 [²₁ [² e²^²dr - 12e-4 f²e² et dr že ["(t = T) Bu(t)dt = - -0² [² e ²² dr +2e=41 2e-4 f et dr 2. Given that (2e-2t-e-4t) (1)x(0) = -4e-2t + 4e¯ Find the following result, and write the equations for x₁ (t) and x₂ (t) seperately x(t) = (t)x(0) + So (tr)Bu(r)dr
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Transcribed Image Text:1. Perform the required integrations to get the result in the notes [1/7₁-²1 [²₁ [² e²^²dr - 12e-4 f²e² et dr že ["(t = T) Bu(t)dt = - -0² [² e ²² dr +2e=41 2e-4 f et dr 2. Given that (2e-2t-e-4t) (1)x(0) = -4e-2t + 4e¯ Find the following result, and write the equations for x₁ (t) and x₂ (t) seperately x(t) = (t)x(0) + So (tr)Bu(r)dr
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