Question

graph this equation: x = 2 click to select points on the graph.

Explanation:

Step1: Identify the equation type

The equation $x = 2$ is a vertical - line equation. In a two - dimensional Cartesian coordinate system, for a vertical line, the $x$ - coordinate is constant for all values of $y$.

Step2: Plot points

We can choose any values for $y$. Let's take some sample $y$ - values: when $y=- 2$, the point is $(2,-2)$; when $y = 0$, the point is $(2,0)$; when $y = 2$, the point is $(2,2)$.

Step3: Draw the line

Connect the points $(2,-2),(2,0),(2,2)$ and extend the line vertically. The line will pass through all points of the form $(2,y)$ where $y\in(-\infty,\infty)$.

Answer:

Draw a vertical line passing through the point $(2,0)$ on the $x$ - axis. The line will intersect the $x$ - axis at $x = 2$ and will extend infinitely in both the positive and negative $y$ - directions.