Which of the following ordered pairs is a solution to the inequality y 3x - 2?

(2, 0)

(0, 4)

(0, -3)

(1, -1)

Question

Which of the following ordered pairs is a solution to the inequality y  3x - 2?

 (2, 0)

 (0, 4)

 (0, -3)

 (1, -1)

anonymous · Answer

I mean y is greater than or equal to 3x- 2

anonymous · Answer

$$(0,4)$$

anonymous · Answer

y >= 3x - 2
start subbing in with your answer choices...
(2,0)
0 >= 3(2) - 2
0 >= 6 - 2
0 >= 4 (incorrect)
(0,4)
4 >= 3(0) - 2
4 >= 0 - 2
4 >= - 2 (correct)
(0,-3)
-3 >= 3(-3) - 2
-3 >= -9 - 2
-3 >= - 11 (incorrect)
(1,-1)
-1 >= 3(1) - 2
-1 >= 3 - 2
-1 >= 1 (incorrect)

answer : (0,4)