Which graph matches the inequality?

Question

r ≥ −6


(1 point)
Responses

Answer 1

To determine which graph matches the inequality \( r \geq -6 \), follow these guidelines:

1. Identify the boundary: The boundary line for the inequality is \( r = -6 \). This is a vertical line at \( x = -6 \).

2. Type of boundary line: Since the inequality includes \( \geq \), the line should be solid, indicating that points on the line are included in the solution set.

3. Shading direction: Since the inequality is \( r \geq -6 \), you will shade to the right of the line (where \( r \) values are greater than -6).

When looking for the correct graph, make sure it has:

• A solid vertical line at \( r = -6 \).
• Shading to the right of that line.

If you can identify a graph with these characteristics, then that graph represents the inequality \( r \geq -6 \).