Question

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graph the line x = 7.

Explanation:

Step1: Understand the equation \( x = 7 \)

The equation \( x = 7 \) represents a vertical line. In the coordinate plane, for any point on this line, the \( x \)-coordinate is always 7, while the \( y \)-coordinate can be any real number.

Step2: Locate \( x = 7 \) on the x - axis

On the given coordinate grid, find the position where \( x = 7 \) on the horizontal (x - ) axis.

Step3: Draw the vertical line

Draw a straight vertical line passing through the point \( (7, y) \) for all values of \( y \). This line will be parallel to the y - axis and pass through \( x = 7 \) on the x - axis.

(Note: Since this is a graphing task, the final answer is the graph of the vertical line \( x = 7 \) as described above. If we were to describe the key feature, the line \( x = 7 \) is a vertical line passing through \( (7,0) \), \( (7,1) \), \( (7, - 1) \), etc.)

Answer:

The line \( x = 7 \) is a vertical line parallel to the \( y \) - axis, passing through the point where \( x = 7 \) on the \( x \) - axis (e.g., points like \( (7,0) \), \( (7,2) \), \( (7, - 3) \) all lie on this line, and it is drawn as a vertical line through \( x = 7 \) on the coordinate grid).