Question

The graph of y = 3 is shown on the grid.

Which ordered pair is in the solution set of y2 3?
(7. - 6)
(3,0)
(0 - 3)
(7,6)

Answer 1

It should be choice D
Good luck

Answer 2

The correct answer is option B.) (3,0).

To determine which ordered pair is in the solution set of
`\(y \geq 3\)`, we need to check the y-coordinates of each point against the inequality.

1. A. (7, -6): The y-coordinate is -6, which is less than 3. This point is not in the solution set.

2. B. (3, 0): The y-coordinate is 0, which is equal to 3. Since the inequality includes equality
`(\(\geq\))`, this point is in the solution set.

3. C. (0, -3): The y-coordinate is -3, which is less than 3. This point is not in the solution set.

4. D. (7, 6): The y-coordinate is 6, which is greater than 3. This point is in the solution set.

Therefore, the correct option is:

B. (3, 0), as the ordered pair (3, 0) satisfies the inequality
`\(y \geq 3\)`.