Answer:
x= -6 y= -2 written as (-6,-2)
Step-by-step explanation:
6x= -58-11y
-4x=2-11y
We are substituting the equation.
Isolate x for 6x= -58-11y: x= [tex]\frac{-58-11y}{6}[/tex]
Substitute x: =[tex]\frac{-58-11y}{6}[/tex]
-4*[tex]\frac{-58-11y}{6}[/tex]=2-11y
[tex]\frac{-2(-11y-58)}{3}[/tex]=2-11y
Isolate y: for [tex]\frac{-2(-11y-58)}{3}[/tex]=2-11y: y = -2
Substitute y: With -2
x=[tex]\frac{-58-11(-2)}{6}[/tex]=-6
Hope this helps!
