Solution in typingPlease answer Consider the following circuit, with a switch that opens at t = 1 seconds. Let Vs =2.01 V, L = 2 mH, R1 = 5 mQ, R2 = 1 mQ, R3 = 1000 m2.Vs+1t = 1R₁R₂R3iz(t)Determine the current i3, when the time is 2 seconds -> i3(2). Round your answer tothe nearest milliamp.

Given:Where,Vs=2.01 V.R1=5 mΩ.R2=1 mΩ.R3=1000 mΩ.L=2 mH.The switch has been opened at t =1 s.To…

Consider the following circuit, with a switch that opens at t = 1 seconds. Let Vs = 2.01 V, L = 2 mH, R1 = 5 mÑ, R2 = 1 m2, R3 = 1000 ms. V₂ +1 t = 1 R1 R2 R3 i3 (t) Determine the current i3, when the time is 2 seconds -> i3(2). Round your answer to the nearest milliamp.

Consider the following circuit, with a switch that opens at t = 1 seconds. Let Vs = 2.01 V, L = 2 mH, R1 = 5 mÑ, R2 = 1 m2, R3 = 1000 ms. V₂ +1 t = 1 R1 R2 R3 i3 (t) Determine the current i3, when the time is 2 seconds -> i3(2). Round your answer to the nearest milliamp.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Please answer

Consider the following circuit, with a switch that opens at t = 1 seconds. Let Vs =
2.01 V, L = 2 mH, R1 = 5 mQ, R2 = 1 mQ, R3 = 1000 m2.
Vs
+1
t = 1
R₁
R₂
R3
iz(t)
Determine the current i3, when the time is 2 seconds -> i3(2). Round your answer to
the nearest milliamp.

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Step 1: What is given and what to do:

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Step 2: Finding the initial conditions i_L(1^-):

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Step 3: Finding the time constant for t>1 second:

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Step 4: Finding the current through the inductor at t = ∞.

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Step 5: Finding the expression of i_L(t) for t>1 second.

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Step 6: Finding the current i_3(t) at time, t = 2 seconds.

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