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10. Circuit Analysis using Laplace Transform a. Refer to the circuit shown below. Use Laplace to solve for y(t) if 1 F(s) = (s +1)? And the output of interest is across the 4 Ohms resistor (labeled R3 below). Assume zero initial conditions. b. For the circuit shown below with f(t) = 12u(t) Volts and ICs are i1(0) = 4 Amps, and i,2(0) = 2 Amps, Use Laplace transforms to solve for {y1(t), y2(t)} and the voltage across resistor R3. L2 L1 2H 1H R1 $20 y:(t) V:(t). R2 30 R3 40

10. Circuit Analysis using Laplace Transform a. Refer to the circuit shown below. Use Laplace to solve for y(t) if 1 F(s) = (s +1)? And the output of interest is across the 4 Ohms resistor (labeled R3 below). Assume zero initial conditions. b. For the circuit shown below with f(t) = 12u(t) Volts and ICs are i1(0) = 4 Amps, and i,2(0) = 2 Amps, Use Laplace transforms to solve for {y1(t), y2(t)} and the voltage across resistor R3. L2 L1 2H 1H R1 $20 y:(t) V:(t). R2 30 R3 40

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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10. Circuit Analysis using Laplace Transform a. Refer to the circuit shown below. Use Laplace to solve for y(t) if 1 F(s) = (s +1)? And the output of interest is across the 4 Ohms resistor (labeled R3 below). Assume zero initial conditions. b. For the circuit shown below with f(t) = 12u(t) Volts and ICs are i1(0) = 4 Amps, and i,2(0) = 2 Amps, Use Laplace transforms to solve for {y1(t), y2(t)} and the voltage across resistor R3. L2 L1 2H 1H R1 $20 y:(t) V:(t). R2 30 R3 40
Transcribed Image Text:10. Circuit Analysis using Laplace Transform a. Refer to the circuit shown below. Use Laplace to solve for y(t) if 1 F(s) = (s +1)? And the output of interest is across the 4 Ohms resistor (labeled R3 below). Assume zero initial conditions. b. For the circuit shown below with f(t) = 12u(t) Volts and ICs are i1(0) = 4 Amps, and i,2(0) = 2 Amps, Use Laplace transforms to solve for {y1(t), y2(t)} and the voltage across resistor R3. L2 L1 2H 1H R1 $20 y:(t) V:(t). R2 30 R3 40
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