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Solve each system of equations.
$$\begin{aligned}2 x-y &=-8 \\y+3 z &=22 \\x-z &=-8\end{aligned}$$
$\{(-2,4,6)\}$
Algebra
Algebra 2
Chapter 4
Systems of Linear Equations
Section 3
Systems of Linear Equations in Three Variables
Polynomials
Systems of Equations and Inequalities
Introduction to Algebra
Graph Linear Functions
Write Linear Equations
Linear Equations and Functions
Matrices and Determinants
Johns Hopkins University
University of North Carolina at Chapel Hill
University of Washington
Oregon State University
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Alright, sums come right out our system here we We have a system of equations on their number of ways. You can solve this. Um, what I'm gonna do first is solve for X in terms of Z plugged that into this equation and then used those two equations to solve for y and Z doing this is gonna give us X equals Z minus e. And then I'm gonna plug right into two Z minus feet minus Why? It was negative feet, right? Because I'm clinging this you're into this equation right here is gonna give us to the minus 16 minus why equals negative, eat or choose a modest why he pulls eat. But now it's a to Z minus. Live was a and y plus three z equals 22. What we What we could do is we can manipulate this equation to say why equals two z minus e and plug that into this equation right here. So we have to z minus B plus three z was 22 is gonna go five z equals 30. He's gonna equal six. Want to know that g of six We can play that back into this equation? right here I get Why equals four once we know it's here. Six and wise four. We know X equals E minus eight. So acts is gonna equal negative, too. Now we have. Our answer is you can plug lives back in.
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