Which of the following points is a solution to the linear inequality y>19x−29?
To determine which of the following points is a solution to the inequality y > 19x - 29, we can substitute each pair of coordinates into the inequality and see if the inequality holds true.
Let's test each point:
1) (0, -4)
y > 19x - 29
-4 > 19(0) - 29
-4 > -29
This inequality is true, so the point (0, -4) is a solution.
2) (1, -3)
y > 19x - 29
-3 > 19(1) - 29
-3 > -10
This inequality is false, so the point (1, -3) is not a solution.
3) (2, 50)
y > 19x - 29
50 > 19(2) - 29
50 > 9
This inequality is true, so the point (2, 50) is a solution.
Therefore, out of the given options, the points (0, -4) and (2, 50) are solutions to the linear inequality y > 19x - 29.