Given V1 = 10V, V2 = 20V, R1 = 6N, R2 = 42, R3 = R4 = 100, R5 = 3N and R6 = 2N.R,R.R,IR.(a) Draw the circuits corresponding to each voltage sources alone based on the superposition theorem.(b) Calculate the current I by applying the superposition theorem.

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Answered: %3D Given V1 = 10V, V2 = 20V, R1 = 69N,…

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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Question 1) For circuit given in figure 1 apply super position theorem and find voltage and current across R3 and R2. R, - 15 0 R- 100 2 R- 150 n R,- 100 n R, = 1 kn 18 V R 100 n 15 V Figure 1 Solution Table: Add more ROWS if required but solution outside this table will not be considered. Diagrams of equivalent circuits should be pasted at the end of this assignment according to instruction given on first page. Step.no Solution w.r.t Bat.1 18V Step.no Solution w.r.t Bat.2 15V Bat1 18V For R2 Bat2 15V For R2 1 2 2 3. 3 4 4 Bat1 18V For R3 Bat2 15V For R3 1 2 2 3 3 4 4 Combined Voltage Due to V1 and V2 for R2 Combined Voltage Due to V1 and V2 for R3 2 Combined Current Due to V1 and V2 for R2 Combined Current Due to V1 and V2 for R3 2
For the circuit below, Vs = 50V, R1 = 90, R2 = 80, R3 = 120, R4 = 320, R5 = 140, R6 = 1 %3D With R4 as the load resistor find RTH, give your answer in Ohms with 3 significant digits. Only enter the number, no units. R1 R4 R2 R5 IT Vs R3 R6
For circuit given in figure 1 apply super position theorem and find voltage and current across R3 and R2. R, = 15 0 R, = 100 n R = 150 n R- 100 n R,- 1 kn R- 100 n 18 V 15 V Figure 1
For R1=201, R2=109, R3=328, R4=360, R5=440, R6=210, V1=6 V & 11=3 A in the shown circuit, using the superposition principle find the following: i, R6 Il R2 Vi Vo R4 ER3 + Iol (in ampere) due to V1 only= (Note that Io=Iol+Io2, where Iol is due to V1 and Io2 is due to I1) Vol (in volt) due to V1 only= (Note that Vo=Vo1+Vo2, where Vol is due to V1 and Vo2 is due to I1) Io2 (in ampere) due to Il only= (Note that Io=Iol+Io2, where Iol is due to V1 and Io2 is due to I1) Vo2 (in volt) due to Il only= (Note that Vo=Vol+Vo2, where Vol is due to V1 and Vo2 is due to I1)
Take into account the value of the variables X and Y that appear in the circuit. Do the multiplication operation if necessary.
3a, – 2ay + az r2 = 2a, – 4ay – 3a, r3 = -a + 2ay + 2az , Find | Given the magnitudes of: Match each item to a choice: r3 2ri – 3r2 – 5r3 ri+r2+r3 Choices: # 2sqrt(4) # sąrt(3) I sąrt(30) # 4sqrt(2)
Apply Superposition theorem to find current across R3, V1 =12v , v2 =9v . R1=1k ohm , r2 = 1.5 k ohm, r 3 = 2.2k ohm
The voltage Vt across the R2 resistor can be found using superposition. What is the contribution to the voltage Vt from the voltage source Vs? Vs = 14.5 V, Is = 4.38 A, R1 = 6 Ω and R2 = 6 Ω. Please enter your answer to 3 significant figures.
Given Vs is 12 V, R2 is 100 ohms, R3 is 150 ohms, R4 is 220 ohms and R6 is 330 ohms. Using Voltage Divider Rule and Current Divider Rule, solve for the other unknown variables.
The voltage Vt across the R2 resistor can be found using superposition. What is the contribution to the voltage Vt from the current source Is? Vs = 11.05 V, Is = 3.26 A, R1 = 12 Q and R2 = 17 Q. Please enter your answer to 3 significant figures. Vs + R1 www R2 Vt ↑ Is
For the circuit shown in the figure above, what is the value of Io? Assume that Vs = 431 V, R1 = 18 , R2 = 10 , and R3 = 10 .
19. measure the values across R1 and R3 and confirm VMAX and VMIN from Step 16 using the voltage divider principle. Insert an image of your calculations below. Include a circuit diagram with your calculations. Using the maths demonstrated above, what would be the values of R1 and R3 to achieve minimum and maximum voltages of 0.3V and E-0.3V, respectively. Show your calculations below.

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%3D Given V1 = 10V, V2 = 20V, R1 = 69N, R2 = 42, R3 = R4 = 102, R5 = 3N and R6 = 29. R, R. V, R, R, I R. (a) Draw the circuits corresponding to each voltage sources alone based on the superposition theorem (b) Calculate the current I by applying the superposition theorem.