Problem 6: Consider the following circuit, where • the voltage source v, (t) = u(t) implements a step function • the dependent current source operates with B = 10-1 Additionally, there is no energy stored in the circuit for t < 0 seconds. Bvo (t) 1H 12 Į i(t) 1F Ve(t) a) Determine I(s) [Hint: use mesh-current method] b) Compute the values limi(t) and lim i(t) [Hint: use the initial- and final-value theorems] c) Determine if the results obtained in (b) agree with the known circuit behavior (Hint: when t - o the circuit's voltages and currents approach constant values; hence, you can analyze the circuit behavior under DC conditions to double-check the result obtained in b)).

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Problem 6: Consider the following circuit, where
• the voltage source v, (t) = u(t) implements a step function
• the dependent current source operates with B = 10-
Additionally, there is no energy stored in the circuit for t < 0 seconds.
Bvo (t)
1H
| i(t)
Ve(t)
1F
Vt)
a) Determine I(s) [Hint: use mesh-current method]
b) Compute the values lim i(t) and lim i(t) [Hint: use the initial- and final-value theorems]
c) Determine if the results obtained in (b) agree with the known circuit behavior (Hint: when t - co
the circuit's voltages and currents approach constant values; hence, you can analyze the circuit
behavior under DC conditions to double-check the result obtained in b)).
Transcribed Image Text:Problem 6: Consider the following circuit, where • the voltage source v, (t) = u(t) implements a step function • the dependent current source operates with B = 10- Additionally, there is no energy stored in the circuit for t < 0 seconds. Bvo (t) 1H | i(t) Ve(t) 1F Vt) a) Determine I(s) [Hint: use mesh-current method] b) Compute the values lim i(t) and lim i(t) [Hint: use the initial- and final-value theorems] c) Determine if the results obtained in (b) agree with the known circuit behavior (Hint: when t - co the circuit's voltages and currents approach constant values; hence, you can analyze the circuit behavior under DC conditions to double-check the result obtained in b)).
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