Answer:
Answer is <u>-3</u> x + <u>2</u> y = <u>-22</u>
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Step-by-step explanation:
Given System of equations,
3x + 6y = -8 ............(1)
2y = 3x - 22 ..........(2)
We have to re write second equation so that terms in the system align.
In equation (1),
term with x variable and y variable are on LHS while constant term is in RHS.
In equation (2)
term with y variable is in LHS and term with x variable & constant term in RHS.
So, we bring term with x variable form RHS to LHS in equation (2).
we get
2y - 3x = -22
Now rearranging,
-3x + 2y = -22
Therefore, Answer is <u>-3</u> x + <u>2</u> y = <u>-22</u>