all the points of the form (x, y < 3x + 10) are solutions of the inequality.
Which ordered pairs are solutions of the inequality?
Here we have the inequality:
y - 3x < 10
If we isolate y on one side of the inequality, we get:
y < 3x + 10
So the points (x, y) are solutions of the inequality only if the second component is smaller than 3x + 10.
So, for example if x = 0.
y < 3*0 + 10
y < 10
So when x = 0, y can be any value smaller than 10, then the point (0, 9) is a solution of the inequality.
Concluding, all the points of the form (x, y < 3x + 10) are solutions of the inequality.
If you want to learn more about inequalities:
https://brainly.com/question/18881247
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