nsider the system of linear equations: X1+5x2+3x3 = 4 X1-X2+ 6x3 = 16 2x1 +x2 %3D Write the system as Ax=b Solve the system using Gaussian Elimination with backward substitution. What is the determinant of A. Perform one step of the Gauss-Seidel Method on this system starting with initial guess 1

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Q: Use Cramer's Rule to solve the system: (9x- y+ 4z = -9 6x +9y-z = -5 x+4y + 9z = 50 %3D

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Q: 2x +4y +2z=D4 -x +2y +3w=10 x-2y+3z+w=12 2y-7z+3W3D20

A: The given system of equation is: 2x+4y+2z=4, -x+2y+3w=10, x-2y+3z+w=12, 2y-7z+3w=20   To find: Solve…

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