Problem 2. Find the unknown node voltages of the network using nodal analysis. 2a). (25 points) Hint: convert the voltage source 15V to the current source points) Hint: convert the voltage source 15V to thec Answer: 612 612 Vi= Rs R 5 12 15 V 3A 7
Problem #2-25 points-Nodal Analysis (a) Use Nodal Analysis to find the node voltages Va and Vb in the circuit below. (b) Find Vx and Iz. 3mA IK Vx Vb 1K 13K Iz 6V 1K 7K
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
Problem 2. For the circuit of Figure P-2, a) Write a nodal equation for the node vn 4692 3452 b) Find the voltages v, and vo and the current io. Figure P-2
Problem 03.031 - Nodal analysis: Independent voltage and current sources and dependent voltage and current sources In the circuit given below, R=5 . Find the node voltages. 122 + 1 41, 20% uz 2 1A {42 R 342 10 V The value of V4 is The value of v2 is The value of V3 is 5.40 v. 6.96 V 1.57 v.
3. Use nodal analysis to compute the node voltages of the network in Figure P.3. Write the equations as a 2x2 matrix and solve. From the node voltages, find the current i. 422 10 V 11 - 12 V (-) 362 322 Figure P.3
(2) Find Va and Vb using nodal analysis. This is an example of a problem where it is important to follow the directions "using nodal analysis" to get full credit. Va Vb - ZAQ & 2 A ( 35 G 5A 84 5 A 34 (3) Find Va and Vb and Vc using nodal analysis. vo un vauva 24 v G+ 2 2400 ( + ) 30 V 30 (4) Find Va and Vb using nodal analysis. Note the 16i...
Please show equation so I can see the process
2(a) Solve for the nodal voltages using nodal analysis. (20 points) Compute the voltage across the 2 ohm resistor. (5 points) 2(b) 6-52 V 2. I02
Use Nodal analysis to find V( magnitude and angle ). V is in
top right.
40 Ω j20 Ω V 120-15° V +Ι 6/30° A -j30 Ω
Problem 03.025-Nodal analysis: Independent current source In the circuit given below, R-15 Ω. Determine the nodal voltages using nodal analysis and MATLAB. 20Ω 10Ω PI 4 A 8Ω 20Ω The value of nodal voltage vi is The value of nodal voltage v2 is The value of nodal voltage vs is The value of nodal voltage vs is V. References eBook&Resources Hints