Mai used a computer simulation to roll number cubes and count how many rolls it took before all of the cubes came up sixes. Here is a table showing her results.

Would a linear or exponential function be appropriate for modeling the relationship between \(d\) and \(r\)? Explain how you know.

A ramp is two meters long. Priya wants to investigate how the distance a basketball rolls is related to the location on the ramp where it is released.

Recommend a way in which Priya can gather data to help understand this relationship.

The bungee jump in Rishikesh, India, is 83 meters high. The jumper free falls for 5 seconds to about 30 meters above the river.

1. Draw a graph of the bungee jump in Rishikesh.
2. Identify and describe three pieces of important information that you can learn from the graph of the bungee jump.