Question 1The voltage v(t) in a network is defined by the equation below, given a = 2, b = 7, andc = 3.ay(0) + b[d(0]а+bdt²Simplify the given equation to the characteristic equation. What is the "q" in thecharacteristic equation of the network in the form s² + qs + r ?Notes on the solution:+ Cu(t) = 0.give the answer to 2 decimal placesexample. If the characteristic equation is 5s² + 7s + 9 the solution is entered as 7

Given a differential equation as belowa d2V1(t)/dt2 + b dV1(t)/dt + c V1(t) = 0And a = 2, b = 7 and…

Answered: The voltage v(t) in a network is…

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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QI/ For the network shown in figure (Qi), the switch has been in position "a" for a long time. At t-0, the switch moves and stays at position "b". Determine an expression for the inductor current iL(t) when t20 using the general solution formula. 5s ilt) 12 20 602 lomH 72V T240V
Q2/ For the network shown in figure (Q:), the switch has been open for a long time before closing at t-0. Determine an expression for the inductor (L-20mH) current İL(t) for 120. 300 36V 6venF 12A 15A lost
Q2! For the network shown in figure (Q:), the switch has been open for a long time before closing at t-0. Determine an expression for the inductor (L-20MH) current İL(t) for t20. 300 m 36V iL f2othH SoonF 15A
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Assignment: RL & RC Circuits. R Figure 1: RL Circuit 1. In an RL series circuit containing only a resistor and inductor, Kirchhop's second law states that the sum of the voltage drop across the inductor(Ldi/dt) and the voltage drop across the resistor (iR) is the same as the impressed voltage (E(t)) on the circuit. The current i(t), called the response of the system, is governed by a differential equation di L + Ri = E(t) 'dt where L and R are constants known as inductance and the resistance respectively. Based on the above equation, solve the following: (a) A 12-volt battery is connected to a series in which the inductance is 0.5 henry and the resistance is 10 ohms. Determine the current i if the initial current is zero. Then determine the steady-state current for the system. Ans: i(t) = (1 –e-201) %3D (b) An electromotive force 0 20 120, E(t) = { 0, is applied to an LR series circuit in which the inductance is 20 henry and the resistance is 2 ohms. Find the current i(t) if i(0) = 0.…
solve for the dc quantities, VB(Q1), and VB(Q2)
Consider the R-L-C circuit shown in the diagram. An engineer was able to connect the circuit using a 100-2 resistor, a 500-mH inductor, and 3.00-μF. What are the readings of voltmeters V₁(across the resistor). V₂ (across the inductor). V3 (across the Capacitor), and V4 (across the source) when t= 12.3 ms if the voltage source has voltage amplitude of 20.0 V and a frequency of 65.0 Hz? O www ele 4 -0,975 V.-6.26 V, 25.1 V, 17.8 V O 0.975 V, 6.26 V.-25.1 V. -17.8 V 0.975 V. 6.26 V, 25.1 V, 17.8 V 0.975 V, -6.26 V. -25.1 V.-17.8 V No correct answer
Given That: Is=0.0098, R1=60000, R2=6000 0, L=16 H, C=2 F, The circuit shown below under dc conditions find the following: L ell Is R1 R2 the current in L The voltage across capacitor
Q2/ For the network shown in figure (Q2), the switch has been open for a long time before closing at t-0. Determine an expression for the inductor (L=20mH) current İL(t) for t20. 300 SL 36V 12r ii (2othH 50on F 15A lost
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I am trouble understanding this circuit. Here, R= 25.0 ohms, L=30.0 mH and C=12.0µF. Additionally the amplitude and frequency of the source voltage are 20.0 V, and 500 Hz. a) I would like to find the impedance for the circuit and the amplitude of current. b) I would like to find the amplitude f voltage across the resistor, inductor, and capactitor. Any help and guidence would be greatly appreciated :)

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