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Graphing Inequalities

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Shared by: Lisa Baker
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Objective- To graph inequalities on the coordinate plane. Recall… Graph n < 3 on a number line. -3 -2 -1 0 1 2 3 4 Graph y > 3 on the coordinate plane. y x Graph x  -2 on the coordinate plane. y x Graph y  Boundary Line y = 3x + 2 -3x + 2 on the coordinate plane. y - 3 m = -3  1 b=2 x Test a point not on the line test (0,0) 0  -3(0) + 2 Not true! Graph y  -3x + 2 on the coordinate plane. y Instead of testing a point If in y = mx + b form... Shade up Solid line  Shade down  x Dashed line > < Graph on the coordinate plane. 3x - 4y > 12 -3x -3x -4y > -3x + 12 -4 -4 3 y < x-3 4 Boundary Line y x 3 m= 4 b = -3 Problem If you have less than $5.00 in nickels and dimes, find an inequality and sketch a graph to describe how many of each coin you have. Let n = # of nickels Let d = # of dimes 0.05 n + 0.10 d < 5.00 or 5 n + 10 d < 500 5n + 10d < 500 n 0 100 d 50 0 d 60 50 40 30 20 10 0 n 0 10 20 30 40 50 60 70 80 90 100
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