Given i(t)= 4(2 – e-10t) mA in the circuit. If i,(0) = -1mA, determine - (i) i¿(0) - (ii) v(t), v¿(t), v2(t) (iii) i¿(t), i¿(t) | 2 H + v ele + | 4 H v2 12 H + S ele
Given i(t)= 4(2 – e-10t) mA in the circuit. If i,(0) = -1mA, determine - (i) i¿(0) - (ii) v(t), v¿(t), v2(t) (iii) i¿(t), i¿(t) | 2 H + v ele + | 4 H v2 12 H + S ele
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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
Transcribed Image Text:Example 9
• Given i(t)= 4(2 – e-10t) mA in the circuit. If i,(0) = -1mA,
determine
- (i) i¿(0)
- (ii) v(t), v¿(t), v½(t)
(iii) i¿(t), i¿(t)
i
2 H
+ v1 -
ell
i,
iz
4 H
v2
12 H
ell
ll
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