Solve the system of equations using Gaussian elimination. 4x+y-3z &= 11 \\2x-3y+2z &= 9 \\x+y+z &= -3

asked May 21, 2021 24.1k views

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Solve the system of equations using Gaussian elimination.

$4x+y-3z &= 11 \\2x-3y+2z &= 9 \\x+y+z &= -3$

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The solution (with steps) and answer are included in the images below.

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$Solve the system of equations using Gaussian elimination. 4x+y-3z &= 11 \\2x-3y-example-1$

$Solve the system of equations using Gaussian elimination. 4x+y-3z &= 11 \\2x-3y-example-2$

$Solve the system of equations using Gaussian elimination. 4x+y-3z &= 11 \\2x-3y-example-3$

Landstalker answered May 26, 2021

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