How do you graph the inequality $y < 5 x - 2$ $y<5x-2$ ?

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How do you graph the inequality $y < 5 x - 2$ $y<5x-2$ ?

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Answer 1 · 2016-04-04T07:28:15

Graph the straight line $y = 5 x - 2$ $y = 5x - 2$ that passes through $(\frac{2}{5}, 0)$ $(2/5, 0)$ and $(0, - 2)$ $(0, -2)$ . Shade the region below this line, excluding this line, in the negative y-direction. Enter in the region $y < 5 x - 2$ $y<5x-2$ .

Explanation:

For any (x, y) in this region, $y < 5 x - 2$ $y<5x-2$ .

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How do you graph the inequality $y < 5 x - 2$ $y<5x-2$ ?

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How do you graph the inequality $y < 5 x - 2$ $y<5x-2$ ?