Match each system of linear equations with the quadrant in which the solution lies. x+2y=8 4x+2y=22 2x+3y=-12 4x-2y=-2 3x-2y=10 5x+3y=4 3x+2y=14 x+3y=-10
if you study quadrants, quadrant 1(top right), has ordered pairs with (+x,+y), quadrant 2(top left), (-x,+y), quadrant 3(bottom left), (-x,-y), and quadrant 4(bottom right), (+x-y)
Yes, but I need help with solving each system of equations to find the quadrants.
List the top 2 or 3 methods that you've already used to solve systems of linear equations. For example: substitution. Others? Copy down the first set of equations. We'll solve that system.
I've used tables, models, and graphing to solve systems. I'm in eighth grade math, if that helps. Oh, and the systems are each two equations. I had them spaced out, but I guess it didn't save that way.
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