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Lesson 8 1 Solving Systems of Linear Equations by Graphing Answer Key Form

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to solve for two separate variables in this case X and Y we need two separate equations called a system of equations there are different ways of solving systems of equations but in this section we're going to be using the graphing method to solve a system of equations by graphing we would first graph each of the two given lines and what we're looking for is their point of intersection this point where the two lines intersect will represent the X and Y that is the solution to this system of equations so let's start by graphing the line Y = 3 x + 1 it has a y intercept of one and it slope is three Hales so we go up three and over two and we have our first line for our second line Y = X + 6 it has a y intercept of six up six units on the Y AIS and its slope can be thought of as -1 or -1 over one so from our Y intercept we go down one and to the right one to plot a second Point notice that if we go down one and to the right one again we reach our point of intersecti

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