Graph x=-1

Problem

x=−1

Solution

1. Identify the type of equation. The equation x=−1 represents a vertical line because the xcoordinate is constant for all possible values of y

2. Determine the xintercept. The line crosses the xaxis at the point (−1,0)

3. Plot additional points. Since y can be any real number, points such as (−1,−2) (−1,1) and (−1,5) all lie on this line.

4. Draw a straight vertical line passing through all points where the xcoordinate is −1

Final Answer

x=−1

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