Select the two ordered pairs that are solutions of the graphed inequality.

Question

Select two.

(2 points)
Responses

(1,0)open paren 1 comma 0 close paren

(0,0)open paren 0 comma 0 close paren

(−2,4)open paren negative 2 comma 4 close paren

(5,5)

Answer 1

To determine which ordered pairs are solutions of the graphed inequality, we need to know the specific inequality represented by the graph. However, since the graph is not provided, I can't analyze it directly.

Typically, you'd look for:

1. Points that lie inside the shaded region of the graph (if there is one).
2. Points that are on the boundary line (if it is solid).
3. Points that do not satisfy the inequality will be outside the shaded region (if there is one) or below the boundary line (if it's a linear inequality).

If you can describe the graph or provide details about the inequality (e.g., is it a greater than or less than relation?), I can help you identify which points might be solutions. Otherwise, you’ll need to analyze the graph to see which points lie in the solution region.