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R3 Node 3 Node 2 R2 The circuit shown has V1 8 V, I1 1 A, R1 6 Q, R2 Use mesh analysis to find the current through R3. 1 Q, R3 = 6 Q and R4 = 3 Q.
Find the node voltages v1, v, and v2. Use nodal analysis. R3 R 2 17 3 1 2 Given Variables: R1:2 ohm R2 1 ohm R3 1 ohm R4 2 ohm Vs:5 V Is : 1 A
In the circuit, V1=129 V, V2=72 V, I0=2 A, R1=7 Ohm, R2=46 Ohm, R3=19 Ohm, R4=19 Ohm. Solve the circuit using nodal analysis and answer the questions below. Find the current through R1 flowing in the direction from left to right. (Unit: A) Find the current through R2 flowing downwards. (Unit: A) Find the current through R3 flowing downwards. (Unit: A) Find the current thrrough R4 flowing from left to right. (Unit: A) R1 R4
R4 For the circuit to the right V =20v 13 14 16 12 15 R3 R5 R6 R4-22k(2 R1 R7 Rs= 2.2k(2 17 110 .V 19 Use Nodal Analysis to determine the node voltages in the above circuit. Use Node F as your reference point. Determine which nodes are the same. Keep in mind that some nodes are redundant. You will only need two equations to completely define the circuit. KCL Equation #1 KCL Equation #2
For the circuit shown in the figure, If R1=512, R2=10N, R3=3N, V1= V1}V, V2=5V and V3=7V. What is the value of the current 11 (in A)? R1 -W R3 M + + V2 V. 3 R2 $ 12 13
find ALL node voltages and branch currents 3) R1 2 V1 R4 110V R6 16 R2 3 V2 R5 24 110V R3 2
Is1 2 R2 R1 Is2 R3 Vsl In the circuit, Vsi-24.8 V, Is1-2.1 A, 1s2-2.7 A, R1-8 Ohm, R2-10 Ohm, R3-8 Ohm Assume that the nodes-1" and "2" potentials are labeled as ℉1" and "F2" correspondingly. Using the notations of the ircuit diagram above (case sensitivel), wite the nodal equations for the Gircuit keeping all the terms on the left-hand side (LHS), so that the equation appears as LHS -0" Enter the left-hand side of nodal equation for the node...
The circuit shown has the following values for voltages and resistors: V1 13.0 V V2-12.0 V R1 5.65 Ohms R2-1.61 Ohms R3 4.82 Ohms R4 4.62 Ohms R5-5.05 Ohms R1 I, R2 R3 I, RA V2 Rs Determine the magnitude of current I1.
Problem 3 In the circuit shown below: a. Write a node equation at node 1 by summing the currents leaving node 1. b. Write a node equation at node 2 by summing the currents leaving node 2. c. Find Vj and V2 by solving the two node equations. d. Find the currents Iri, IR2, IR3, IR4, Is. e. Find the power absorbed by R1, R2, R3, R1, and power released by Vs and I.. IR1 R1 w 2k IR2 V2...
Is = 2 mA , V , = 6 V , Ri = 1.5 k 2 , R2 = 2 k2 , R3 = 6k02 , R4 = 2.5 k - 2 , Rs = 3 k12 . In the circuit shown below, let Use nodal analysis to find V and V2 R1 1,5kn VI V va R2 w 2 R3 w 6kA + Vs Is V1 R4 V2 R5 WW 6v 2,5kn 3lk / 2 MA