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Solving Systems of Equations Graphically Examples Beacon Form

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so today we are solving systems of equations now a system of equations is two or more equations that you're working with at the same time and when you're solving them what you're really looking for is a combination of x and y that works for all the equations in your system in this case the two that we're working with now the easiest way to do this is by graphing them both you see where the two lines intersect is going to be the one combination of x and y that works for both of them in other words we're looking for the point of intersection so let's go ahead and do that y equals 3x plus 3x minus 4 your y intercept's negative 4. the slope is three so up three right one up three right one up three right one so it's gonna be like this i'll use my ruler drawing my line there's my first line now for my second line notice that this is in standard form so i'm going to need to get it into slope intercept for

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