Graph x=4

Problem

x=4

Solution

1. Identify the type of equation. The equation x=4 represents a set of all points in the Cartesian plane where the xcoordinate is exactly 4 regardless of the ycoordinate.

2. Determine the orientation. Since the xvalue is constant and there is no y variable in the equation, the graph is a vertical line.

3. Locate the intercept. The line passes through the xaxis at the point (4,0)

4. Plot the line. Draw a straight vertical line passing through x=4 on the xaxis, extending infinitely in both the positive and negative y directions.

Final Answer

x=4* is a vertical line passing through *(4,0)

Want more problems? Check here!