This is the last topic in systems of equations! Systems of inequalities are very similar, except instead of finding x and y, we are graphing both inequalities on a coordinate plane and shading the solution area for both.
For example:
y > 2x + 1
y < -3x - 3
To solve this question, graph both systems on the same coordinate plane and shade the side of the graph that tests true when you plug in (0, 0) to both inequalities. The area of shading that overlaps for both inequalities will be your solution region. This means that ANY point that you plug in within that region will work for both x and y.
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