Question

1. graph the following equation.

x = 7

Explanation:

Step1: Identify line type

The equation $x=7$ is a vertical line, meaning $x$ is always 7 for all $y$-values.

Step2: Locate position on grid

On the coordinate grid, find the vertical line that passes through the $x$-axis at $x=7$.

Step3: Draw the line

Draw a straight vertical line through $(7, y)$ where $y$ can be any real number, spanning the entire grid vertically.

Answer:

A vertical straight line passing through the point $(7, 0)$ on the $x$-axis, extending infinitely upwards and downwards (covering all $y$-values for $x=7$).