The problem asks us to identify the slope and intercepts of the equation $x=7$. We are also asked to graph the function.

1. Problem Description

The problem asks us to identify the slope and intercepts of the equation $x=7$. We are also asked to graph the function.

2. Solution Steps

The equation $x=7$ represents a vertical line passing through the point $(7,0)$.

Slope:

The slope of a vertical line is undefined. We can say that the slope Does Not Exist (DNE).

Vertical Intercept:

A vertical intercept occurs when $x=0$. Since the equation is $x=7$, there is no $y$ value where $x=0$. The vertical intercept Does Not Exist (DNE).

Horizontal Intercept:

A horizontal intercept occurs when $y=0$. Substituting $y=0$ into the equation $x=7$ doesn't change the equation. The graph crosses the $x$-axis at $x=7$. Therefore, the horizontal intercept is

7.

3. Final Answer

Slope: DNE

Vertical Intercept: DNE

Horizontal Intercept: 7