It appears the inequality you provided is "-1 < x," which can be graphically represented on a number line.

Steps to graph:

1. Draw a number line with evenly spaced values.
2. Since the inequality is "-1 < x," it indicates that $x$ is greater than -1, but does not include -1.
3. Place an open circle at -1 to show that this value is not included.
4. Shade or draw an arrow to the right of -1 to indicate that all values greater than -1 satisfy the inequality.

Would you like to see a detailed drawing of this, or do you have any other questions related to this inequality?

Here are five related questions to further your understanding:

1. What changes if the inequality was "-1 ≤ x" instead of "-1 < x"?
2. How would you graph the inequality "x < 3" on the same number line?
3. What does it mean when an inequality includes an "equal to" (≤ or ≥) symbol?
4. How would the graph change if the inequality was reversed, "x < -1"?
5. What happens when you combine two inequalities, like "-1 < x < 3"?

Tip: Always remember that open circles indicate values that are not included, while closed circles show that the value is part of the solution set!