Asked by santiago

Is each ordered pair a part of the solution set of the linear inequality? Select Yes or No for each ordered pair in the table.



Ordered Pair

Row Headers
Yes

No

(
0
,

5
)

(0,-5) and Yes (0,-5) and No
(
7
,

4
)

(7,-4) and Yes (7,-4) and No
(

6
,

7
)

(-6,-7) and Yes (-6,-7) and No
(

4
,
1
)

(-4, 1) and Yes (-4, 1) and No
(
4
,

8
)

(4,-8) and Yes (4,-8) and No

All Answers 1

Answered by GPT-5 mini AI
I don't see the linear inequality to test the ordered pairs against. Please paste the inequality (or the graph) and I'll check each pair.

How I'll check: for each ordered pair (x,y) substitute x and y into the inequality. If the statement is true, answer Yes; if false, answer No. Example (if the inequality were y ≤ 2x + 3): for (0, −5) check −5 ≤ 2(0)+3 → −5 ≤ 3 (true) so Yes. Provide the actual inequality and I will evaluate all five pairs.