A logistics coordinator is using a coordinate system to map the path for a new automated transport vehicle in a warehouse. The vehicle must travel in a straight line that passes through the points $(-2, -4)$ and $(1, -3)$. To program the vehicle's path, the coordinator must determine the line's equation. Arrange the following steps in the correct order to find the equation of the line.

A network technician is documenting the path of a fiber optic cable that follows a linear trajectory on a site map. The cable passes through reference point $A$ at $(-2, -4)$ and reference point $B$ at $(1, -3)$. Which of the following equations correctly represents the path of this cable in slope-intercept form?

An urban planner is mapping a straight transit line between two stations located at coordinates $(-2, -4)$ and $(1, -3)$. According to the two-points procedure for finding the equation of a line, the slope ($m$) of this transit path is ____.

A network infrastructure engineer is mapping a linear path for a fiber-optic cable between two connection hubs. Hub $A$ is located at coordinates $(-2, -4)$ and Hub $B$ is at $(1, -3)$. Using the two-points procedure described in the technical manual, match each linear equation component with its correct value derived from this specific path.

Property Boundary Line Equation

Documenting Path Alignment Formulas for Utility Infrastructure