Which ordered pairs are solutions to the inequality 2x + y > 8 ? choose all answers that are correct. question 10 options: (3,2) (-1,9) (5,-1) (4,3)

The correct for this question is (3,2)

I believe this is a trial and error type of question.

1) 2x + y > 8

Plug in the coordinate.

2(3) + 2 > 8

6 + 2 > 8

8 > 8

This is not true because 8 is not greater than 8.

Acceptable answers would be:

8 = 8 or 8 ≥ 8

2) 2(-1) + 9 > 8

-2 + 9 > 8

7 > 8

False.

3) 2(5) + (-1) > 8

10 - 1 > 8

9 > 8

This statement is true, therefore, (5, -1) is a correct solution to the problem.

4) 2(4) + 3 > 8

8 + 3 > 8

11 > 8

This is also true since 11 is greater than 8. (4, 3) is another solution to the inequality.

The percent increase is 25%

Idk what the answer is bc i don't get it