V2R1V1R213↑mm²Figure 6: A circuitR3R4Given the circuit in figure 6 with values R₁= 200 C, R₂ = 200, R3 = 100, R4 = 450 , C = 1mF,L = 2H, V₁(t) = 2cos (30t+10°) V, V₂ = 4V, and I3 (t) = 0.5sin (40t 50°) A. You mustuse phasors and superposition to solve the circuit. Answer the following questions.Please firstly redraw the circuit and label voltages/currents for each component and find usingsuperposition the following;A) voltage over the capacitor C by evaluating voltage source V1.B) Using superposition, calculate the voltage over the capacitor C by evaluating voltage sourceV2.C) Using superposition, calculate the voltage over the capacitor C by evaluating voltage source13.D) Using solutions from (a) to (c), calculate the voltage over the capacitor C when all sources areactive.

Given,An RLC circuit with,Sources,To Find:The capacitor voltage when alone is active.The capacitor…

Answered: V2 R1 V1 R2 13 ↑ mm² Figure 6: A…

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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For R1=5000 £2, R2=8000, R3-9000, R4-8000 , C1=0.008 F, C2=0.002 F & I1=0.002 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 11(4 {R3 www R4 C1 Energy stored in C1 (in Joule) = Oa. 0.033471074380165 Ob. 0.1004132231405 Oc. 0.066942148760331 Od. 0.13388429752066 Energy stored in C2 (in Joule)= Oa. 0.017137190082645 Ob. 0.085685950413223 Oc. 0.042842975206612 Od. 0.064264462809917 R2 R1
For R1=2000 £2, R2=8000 2, R3-2000 2, R4=4000 £2, C1=0.006 F, C2-0.009 F & 11-0.004 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 www R4 I1( Energy stored in C1 (in Joule)= a. 0.024 b. 0.012 OC. 0.018 O d. 0.006 Energy stored in C2 (in Joule) = O a. 0.0288 b. 0.144 O c. 0.072 O d. 0.108 C1: www
Consider the following RL circuit with Vs-200V, R1- 100 ohm, R2- 100 ohm, R3- 50 ohm, L-20 H. The switch S is closed for 2 seconds, then it is opened. How much time it takes to drop the inductor current to 0.5 A? R$ 10 ms 0.5 ms 2.30 s 89 ms سه RI R₂
For R1=1000, R2=6000, R3=6000, R4=4000, C1=0.003, C2=0.002 & 1=0.005 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 H R4 I1(4 ŽR3 ŽRI C1 Energy stored in C1= Energy stored in C2=
For R1=8000 Q, R2=9000 Q, R3=7000 Q, R4=8000 , C1=0.002 F, C2=0.004 F & 1=0.002 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 R4 I1 ER3 ŽRI C1= Energy stored in C1 (in Joule)= Energy stored in C2 (in Joule)= ww
3-9 A 0.5-F capacitor has a current waveform i(t) as shown in Figure P3–9. Determine and plot the voltage waveform v(1) as a function of time. The capacitor is initially uncharged. a and oie 9-20A opul an solq bna FIGURE P3-9 i(t) 2 A 6. -2 A
The circuit in Figure has been connected for a long time. If the battery is disconnected, how does it take the capacitor to discharge to 1/20 of its initial voltage? Take R₁ = 2.00 Q, R₂=4.00 Q, R3-7.00 Q, R4 = 2.00 Q and C= 5.00 uF and ε = 14.0 V. (Your result must be in us. Include 2 digit after the decimal point and maximum of 2% of error is accepted in your answer.) E R₂ R₂ BA
For R1=1000, R2=6000, R3=6000, R4=4000, C1=0.003, C2=0.002 & 1=0.005 A in the shown circuit, obtain the energy stored in each capacitor under dc conditions. C2 R4 R2 I1(4 Energy stored in C1= Energy stored in C2=
R7 R8 123 M R₁ ||| R4 RS Rq R₂ 1265 Watc Self-paced & * First NINE prime numbers Obtain everything P₁ - Pa. , From Reg to R8 = 1902 R1 = 20 R2 = 30 R9 = 230 R3 = 50 V = 110V R4 = 70 R5 = 110 R6 = 130 R7 = 170
A 22-k resistor and a 0.02-F capacitor are connected in series to a 5-V source. How long will it take the capacitor to charge to 3.4 V Select one: a. 0.501 ms b. 0.66 ms c. 0.44 ms d. 0.70 ms
For the following circuit, Vsrc=1.5 V and Rload%3D225 Q. What is the power sourced by the DC voltage supply? Is Vsrc VR Rload 1.5 W 10 mW 81 mW 6.67 mW
5- Approximate the area under the curve y = 3x between x = -2 and x = 2 using trapezium's Rule with n = 4 subintervals 6- Approximate the integral using trapezium's Rule with n = 2 1 dx subintervals 7- Approximate the integral x³using trapezium's Rule with n = 4 subintervals

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