To graph the inequality $x \geq -2$, follow these steps:

1. Draw the boundary line: The boundary is the vertical line $x = -2$. Since the inequality is greater than or equal to ($\geq$), the line is solid to indicate that points on the line are included in the solution.

2. Shade the solution region: Since we need $x$ values that are greater than or equal to -2, shade everything to the right of the line.

Would you like a visual representation of the graph? Let me know if you have any questions!

Related Questions:

1. How do you graph $x > -2$ instead of $x \geq -2$?
2. How do you represent $y \geq x - 2$ on a coordinate plane?
3. What is the difference between strict and non-strict inequalities in graphing?
4. How do you determine which side to shade for any inequality?
5. Can you solve and graph the system $x \geq -2$ and $y \leq 3$?

Tip:

For inequalities, solid lines include the boundary, while dashed lines do not!