Can someone help me out on this? Solve using substitution. x - 4y = 4 6x - 3y = -18 Solution Given [x-4y=4;6x-3y=-18] Solve the first equation for [x: x=4y+4] Substitute this expression for [x] into the second equation: [6(4y+4)-3y=-18] You now have one equation in one unknown. Solve for [y:] [24y+24-3y=-18] [21y=-42] [y=-2] Then [x=4y+4=4(-2)+4=-4] So the solution is x=-4,y=-2 Check by plugging back into both equations: -4-4(-2)=4 check! 6(-4)-3(-2)=-18 check!.