1. Write C++ code for Gaussian elimination method and solves the following electric circuit equations. Note: If you can apply Partial Pivoting you will get extra 20 points. R2 1 ka 5 kn a. Node voltages in the circuit is given as supemode 9.6 45 -5.6 V, [240 R. 5 -12 200 n 2 kn 1 -2 V. 4 8 kn 2 kQ Using Gaussian elimination, find V1, V2 and V3 values. b. Node voltages in the circuit is given as Loop 3 + v. 1 -1 -2 V, 60 20 V-- iz V1 4 2 -5 -16 || V2 -1 -2 V3 10 A 2Ω |12 -2 -1 1 2 V4 20 Loop 2 Loop 1 Using Gaussian elimination, find V1, V2 , V3 and V4 values. c. The mesh-current equations for the circuit is given as 500 150 -40 -80 30 -40 65 -30 -15 200, 30 2 A 12 V -30 50 -20 || i, -12 152 200 30 vO ww- ww. -80 -15 95 20 -20 80 i, -20 80n O 20 V 608 Using Gaussian elimination, find the current values.

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1. Write C++ code for Gaussian elimination method and solves the following electric circuit
equations.
Note: If you can apply Partial Pivoting you will get extra 20 points.
R,
V,
R2
1 kn
5 kn
a. Node voltages in the circuit is given as
supemodo
HE
9.6 45 -5.6 || v,
[240
Ra
V,
RA
2
-12
200 n
2 kn
1
-2
4
Rs
8 kn
R
2 kn
5 V
Using Gaussian elimination, find V1, V2 and V3 values.
b. Node voltages in the circuit is given as
(Loop 3
+ Vx-
1
-1
-2
60
20 V
6Ω
-5 -16 || v2
+ -
4
i3
-1 -2
V3
10A
2Ω
-2 -1
1
2
20
Loop 2
4
Loop 1
Using Gaussian elimination, find V1, V2 , V3 and V4 values.
c. The mesh-current equations for the circuit is given as
50 2
ww
150 -40
-80
30
-40
65
-30 -15
20 2
30 Ω
12 V
i,
-30
50
-20 || i,
-12
15 2
202
30 V
ww
-80 -15
95
20
O 20 V
0 0
-20
80
-20
80 Ω.
602
Using Gaussian elimination, find the current values.
Transcribed Image Text:1. Write C++ code for Gaussian elimination method and solves the following electric circuit equations. Note: If you can apply Partial Pivoting you will get extra 20 points. R, V, R2 1 kn 5 kn a. Node voltages in the circuit is given as supemodo HE 9.6 45 -5.6 || v, [240 Ra V, RA 2 -12 200 n 2 kn 1 -2 4 Rs 8 kn R 2 kn 5 V Using Gaussian elimination, find V1, V2 and V3 values. b. Node voltages in the circuit is given as (Loop 3 + Vx- 1 -1 -2 60 20 V 6Ω -5 -16 || v2 + - 4 i3 -1 -2 V3 10A 2Ω -2 -1 1 2 20 Loop 2 4 Loop 1 Using Gaussian elimination, find V1, V2 , V3 and V4 values. c. The mesh-current equations for the circuit is given as 50 2 ww 150 -40 -80 30 -40 65 -30 -15 20 2 30 Ω 12 V i, -30 50 -20 || i, -12 15 2 202 30 V ww -80 -15 95 20 O 20 V 0 0 -20 80 -20 80 Ω. 602 Using Gaussian elimination, find the current values.
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