do question 5 3.4.Find the capacitor voltage for t<0 and t>0 for the circuit in figure below:390212 V (+5 A10 V +Obtain the inductor current for both t<0 and t>0 in the circuit below:ΖΩΣ4A44V (+)12 V (+)5. For the circuit shown in figure below, find:(a) i(0*) and v(0*).(b) di(0*)/dt and dv(0*)/dt,(c) i(oo) and v(00).24 V +4922t=06023Xt=060232HA1=0O222wwwt=0+3F V6. In the circuit of figure below, the switch instantaneously moves from position A to Bat t = 0. Find v(t) for all t≥ 0.3 10 924ΩΣ0.4 F"2H3920.25 Hm0.04 F(0)7. The switch in the figure below moves from position A to position B at t = 0.Determine i(t) for t > 0.A-t=0B+F20 2 -10 mF 10 2 30.25 HΩ:i(t)

The given circuit diagram is shown below,

3. Find the capacitor voltage for t<0 and t>0 for the circuit in figure below: 302 292 12 V 10 V 4. Obtain the inductor current for both t<0 and t>0 in the circuit below: 5A 2023 (b) di(0*)/dt and dv(0*)/dt. (c) i(00) and v(00). 1+ 12 V 4V 5. For the circuit shown in figure below, find: (a) i(0*) and v(0*). 24 V 402 1=0 602 Xt=0 6 Ω 2H 1=0 www A 3F 1=0 6. In the circuit of figure below, the switch instantaneously moves from position A to B at t = 0. Find v(t) for all t 2 0. 1052 492 0.4 F 2H 302 0.25 H 0.04 F

3. Find the capacitor voltage for t<0 and t>0 for the circuit in figure below: 302 292 12 V 10 V 4. Obtain the inductor current for both t<0 and t>0 in the circuit below: 5A 2023 (b) di(0)/dt and dv(0)/dt. (c) i(00) and v(00). 1+ 12 V 4V 5. For the circuit shown in figure below, find: (a) i(0) and v(0). 24 V 402 1=0 602 Xt=0 6 Ω 2H 1=0 www A 3F 1=0 6. In the circuit of figure below, the switch instantaneously moves from position A to B at t = 0. Find v(t) for all t 2 0. 1052 492 0.4 F 2H 302 0.25 H 0.04 F

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...

See similar textbooks

Similar questions

Answer the questions below:For the circuit given below, compute for the value of ?x (assume the circuit has been turned on).1. If at the terminals x−y a resistor of 10 ? is attached2. If at the terminals x−y an inductor of 1 ? is attached 3. If at the terminals x−y a capacitor of 1 ? is attached 4. If a 4? inductor is shunted with a 1 ? resistor and attached at terminals x−y
The current in a 20 mH inductor is known to be i=40 mA,t≤0; i=A1e−10,000t+A2e−40.000tA,t≥0. The voltage across the inductor (passive sign convention) is 28 V at t=0. 1. Find the expression for the voltage across the inductor for t>0. 2. Find the time, greater than zero, when the power at the terminals of the inductor is zero.
Two capacitors, of capacitance 3µF and 5µF, are connected as shown to batteries A and B which have EMF 4 V and 12 V respectively. What is the energy stored in each of the capacitors? Calculate also the stored energy in each capacitor when the terminals of battery A are reversed, and when the battery B is disconnected, and the points X and Y are connected together.
The initial values of i1 and i2 in the circuit shown are + 3 A and −5 A, respectively. The voltage at the terminals of the parallel inductors for t≥0 is −30e−5t mV. 1. a) If the parallel inductors are replaced by a single inductor, what is its inductance? 2. b) Find the initial current and its reference direction in the equivalent inductor. 3. c) Use the equivalent inductor to find i(t). 4. d) Find i1(t) and i2(t). Verify that the solutions for i1(t), i2(t), and i(t) satisfy Kirchhoff’s current law
The following parameters are used in an EDM process, the supply voltage is 150V. The resistance and capacitance in the circuit are 50 Ohms and 15 microfarads respectively. The tool is made of brass and kerosene is used as the dielectric. A hole diameter of 20 mm is to be cut into a plate of thickness of 3mm. If the discharge takes place at maximum power conditions. The value of constant K4=0.18, calculate the MRR, and machining time.
The initial condition current of the inductance is given as iL(0)=1A. circuitBy analyzing the domain of s, we can find the intrinsic solution, forced solution, and exact solution of the current iL(t).find.Element values R1=R2=R3=1Ω, e(t)=Cos 3t Volts,It is L=β H. α=7,β=4
Using the diagram capacitor circuit and values provided, find ZC1, Z T, i, VR1, and Vc1
a.)If the current through a 1-mH inductor is i(t) = 20 cos 100t mA, find the terminal voltage and the energy stored. b.)The terminal voltage of a 2-H inductor is v = 10(1 – t ) V. Find the current flowing through it at t = 4 s and the energy stored in it at t = 4 s. Assume i(0)=2A.
Solve the circuit by obtaining the state equation. The initial condition voltage value of the capacitance element is VC (0) = 1Volt. R1 = R2 = R3 = R4 = 1Ω, E = 3Volt. State the core solution and the forced solution components in the solution you obtained.
As displayed in attachment figure and LC circuit can be modeled by the following system of differential equations as attachment. Where L = inductance (H), t = time (s), i = current (A), and C = capacitance (F). Assuming that a solution is of the form = Ij sin (wt), determine the eigenvalues and eigenvectors for this system using Faddeev-Leverrier Method and Power Method with L = 1 H and C = 0.25 C. Draw the network, illustrating how the currents oscillate in their primary nodes. Assume initial value for power method.
a series r-c circuit takes a current whose equation is i=0.85sin(754t+pi/4) when connected to a source of emf having the equation e=340sin754t. calculate the capacitance of the capacitor, circuit power factor, and power.
The triangular voltage pulse shown below is applied to a 200 mF capacitor. a) Write the expressions thatdescribe vc(t) in the five time intervals t < 0, 0 ≤ t ≤ 2 , 2 ≤ t ≤ 6, 6 ≤ t ≤ 8, and t > 8. b) Derive theexpressions for the capacitor current, power, and energy for the time intervals in part (a).