Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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(10-13) Solve the system of equations by Jacobi's iteration method at fourth iteration.
20X₁ + X₂-2X₁-17
3X₁ + 20X₂-X₁=-18
2X1-3X2+ 20X3=25
let initial guess of X1=X2-X3-0
10) in second iteration: (X₁2, X₂², X3²) =
a) (1.9094, -0.9967, 0.0001)
c) {1.9567, -0.89945, 0,0001)
e) { 0.999966, -1.000078,
11) in fourth iteration (X₁, X₂, X34} =
a) {1.9094, -0.9967, 0.0001}
c) {1.9567, -0.89945, 0,0001}
b) (1.00125, -1.0015, 1.00325)
d) {1.0004,-1.000025, 0.9965)
0.999956}
12) solution of the system =
a) {-1, 0, 1}
e) { 0.999966, -1.000078, 0.999956}
b) {1,-1, 1}
b) (1.00125, -1.0015, 1.00325)
d) {1.0004,-1.000025, 0.9965)
c) {2,-1,0) d) {1,-1,-1}
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Transcribed Image Text:(10-13) Solve the system of equations by Jacobi's iteration method at fourth iteration. 20X₁ + X₂-2X₁-17 3X₁ + 20X₂-X₁=-18 2X1-3X2+ 20X3=25 let initial guess of X1=X2-X3-0 10) in second iteration: (X₁2, X₂², X3²) = a) (1.9094, -0.9967, 0.0001) c) {1.9567, -0.89945, 0,0001) e) { 0.999966, -1.000078, 11) in fourth iteration (X₁, X₂, X34} = a) {1.9094, -0.9967, 0.0001} c) {1.9567, -0.89945, 0,0001} b) (1.00125, -1.0015, 1.00325) d) {1.0004,-1.000025, 0.9965) 0.999956} 12) solution of the system = a) {-1, 0, 1} e) { 0.999966, -1.000078, 0.999956} b) {1,-1, 1} b) (1.00125, -1.0015, 1.00325) d) {1.0004,-1.000025, 0.9965) c) {2,-1,0) d) {1,-1,-1}
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