the -Seidel method for with x 0 = x 1 = x 2 = 0 for the equation Iterate until | x ^ (r + 1) - x ^ r | Utilice el metodo de Gauss-Seidel para con x,=x,=X,=0 para la ecuacion 7x1 – x2 + 4x3 = 8 Зх1 —...









the -Seidel method for with x
0
= x
1
= x
2
= 0 for the equation








Iterate until | x ^ (r + 1) - x ^ r | <>












Utilice el metodo de Gauss-Seidel para con x,=x,=X,=0 para la ecuacion<br>7x1 – x2 + 4x3 = 8<br>Зх1 — 8х2 + 2х3<br>4x1 + x2 – 6x3<br>= - 4<br>-<br>= 3<br>-<br>Iterar hasta que se cumpla que |x-x|<0.03<br>r+1<br>Seleccione una:<br>О а. х, %32.368<br>X2=0.909<br>X3=-1.923<br>O b. x,=2.368<br>X2=0.909<br>X3=-2.923<br>O C. X, =-2.368<br>X,=-1.909<br>X3=-1.923<br>O d. X,=4.368<br>X2=1.909<br>X3=-1.923<br>О е.х, 32.368<br>X2=1.909<br>X3=-1.923<br>

Extracted text: Utilice el metodo de Gauss-Seidel para con x,=x,=X,=0 para la ecuacion 7x1 – x2 + 4x3 = 8 Зх1 — 8х2 + 2х3 4x1 + x2 – 6x3 = - 4 - = 3 - Iterar hasta que se cumpla que |x-x|<0.03 r+1="" seleccione="" una:="" о="" а.="" х,="" %32.368="" x2="0.909" x3="-1.923" o="" b.="" x,="2.368" x2="0.909" x3="-2.923" o="" c.="" x,="-2.368" x,="-1.909" x3="-1.923" o="" d.="" x,="4.368" x2="1.909" x3="-1.923" о="" е.х,="" 32.368="" x2="1.909" x3="">

Jun 05, 2022
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