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describing a solution set describe the graph of ( y > mx ), where ( m >…

Question

describing a solution set
describe the graph of ( y > mx ), where ( m > 0 ).

Explanation:

Answer:

First, graph the dashed line $y = mx$ (dashed because the inequality is strict, not inclusive of equality). Then shade the region above this line, since we want all points where the $y$-value is greater than $mx$ and $m>0$ means the line has a positive slope.