R3 R2 R1 E1 E2 R4 Figure 2 With respect to circuit above, use the Superposition Theorem to find the current through R4 if E1 = 11 V and E2 = 16 V, R1 = 5.6 k2, R2 = 7.1 k2, R3 4.2 kn, and %3D R4 5.7 k2. I) If only El is in the circuit, what is the current through R4? current through R4 = mA II) If only E2 is in the circuit, what is the current through R4? current through R4 = III) Finally, what is the net current through R4 when both El and E2 are in the circuit? (If the net current through R4 is downward enter answer as positive; if the net current is upward enter answer as negative) net current through R4=

R3 R2 R1 E1 E2 R4 Figure 2 With respect to circuit above, use the Superposition Theorem to find the current through R4 if E1 = 11 V and E2 = 16 V, R1 = 5.6 k2, R2 = 7.1 k2, R3 4.2 kn, and %3D R4 5.7 k2. I) If only El is in the circuit, what is the current through R4? current through R4 = mA II) If only E2 is in the circuit, what is the current through R4? current through R4 = III) Finally, what is the net current through R4 when both El and E2 are in the circuit? (If the net current through R4 is downward enter answer as positive; if the net current is upward enter answer as negative) net current through R4=

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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Quiz 1 For the circuits given below use superposition theorem and find the voltage and current across R2 and R3 VS2 R3 Vs1 R1 R2 R4 Vs1 = 10V, VS2315, R1=100, R2=150, R3=200, R4=250
A B R1 www R7 R5 R6 R4 R2 R3 The circuit above has R1 = 820 02, R2 = 220 02, R3 = 470 2, R4 = 910 2, R5 = 560 02, R6 = 330 92, and R7 = 680 22 and an equivalent resistance looking into points A and B of RAB = 2244.8 Q2. The voltage applied to the circuit is VAB = 100 V. Determine the voltage across R3. VR3 = 1.05 V VR3 = 1.85 V O VR3 = 5.43 V VR3 = 3.65 V
2. Compute for the total values of resistance and current and individual values of voltage and current in the given circuit. R2 R1 10 V R2 = 10.5 N R3 = 15 0 R4 = 20 2 %3D %3D R1 = 10 0 R5 = 80 R6 = 12 0 R7 = 35 2 %3D %3D
With solution please so that I can study it.
1. Calculate the resistance that RL must have, so that the maximum power transfer occurs (obtaining 〖RL〗 _max).2. Calculate the largest power that can be consumed in RL3. What is the value of RL, such that the power consumed is 1/3 of the maximum and the voltage between its terminals is the lowest.
Round answers to 2 decimal places
Plz solve all parts will definitely upvote
Please answer this question and solve with both thevenins and nortons theorm. Please show seperating working with labeled thevenins and norton theorm so its easy to understand. Please show working with diagrams so its easier to understand working. Thank you.
Don't give handwritten. Please provide solution in text
Q3// Find the current l2 through the 12-kohm, by using the SUPERPOSITION THE figure below. R1 12 k2 9 V R2 6 kN 6 mA 14 k2 E R R3 35 k2
Draw the circuit and show your solution. With 6 V applied, what is the voltage across R2 of a parallel combination of R2 (1 k ), R3 (2 k ), and R4 (1 k ) in series with R1, whose value is 2 k ?
For R1=25 0, R2=58 N, R3=105 0, V1=6 V, 1=25 A & K1=1, use the principle of superposition to find : R2 www KIV, R3 + Vi I14 R1 vo1 (in volt) due to V1 only= O a. -0.1188589540412 O b.-0.059429477020602 O c.0 O d. -0.17828843106181 (Note that VO=V01+V02, where Vo1 is due to V1 and Vo2 is due to 1)