A logistics technician is mapping a straight-line delivery route on a coordinate grid. The path must pass through a landmark located at $(2, -2)$ and maintain a slope of $rac{4}{3}$. According to the point-and-slope procedure, which specific movement from the landmark at $(2, -2)$ should the technician perform to locate the next point on the route?

A field surveyor is mapping a straight-line property boundary on a coordinate grid. The boundary must pass through a survey marker located at $(2, -2)$ and maintain a constant slope of $rac{4}{3}$. Arrange the following steps in the correct order to graph the boundary's path using the point-and-slope procedure.

An infrastructure technician is mapping a straight utility line on a project site map. The boundary must pass through the survey point $(2, -2)$ and maintain a constant slope of $\frac{4}{3}$ to align with local property limits. Match each component of the graphing procedure with its corresponding value or description.

A telecommunications technician is mapping a straight-line signal path on a coordinate grid. The path must pass through a hub at $(2, -2)$ and maintain a slope of $\frac{4}{3}$. According to the point-and-slope procedure, the technician should begin by plotting the coordinates of the hub at $(2, -2)$ on the grid.

A telecommunications technician is mapping a straight fiber-optic cable path on a coordinate grid. The path must pass through a junction box located at $(2, -2)$ and maintain a constant slope of $\frac{4}{3}$. According to the point-and-slope procedure, the technician identifies the horizontal change, or 'run,' from the slope fraction to determine the next plot point. The value of this run is ____.

Documenting a Utility Path with the Point-and-Slope Procedure