Question

what do the rise and run on the graph represent?the distance increases meters in seconds.

Explanation:

Step1: Determine the rise

The rise is the vertical change. Looking at the \(y -\)axis (distance), from the lower point to the upper point of the right - triangle formed by the rise and run, the lower \(y -\)value is \(20\) and the upper \(y -\)value is \(40\). So, the rise \(=40 - 20=20\) meters.

Step2: Determine the run

The run is the horizontal change. Looking at the \(x -\)axis (time), from the lower point to the upper point of the right - triangle formed by the rise and run, the lower \(x -\)value is \(4\) and the upper \(x -\)value is \(8\). So, the run \(=8 - 4 = 4\) seconds.

Answer:

The distance increases \(20\) meters in \(4\) seconds.