Question

Jillian and Trey are exercising on different machines at their gym. They each burned calories at a constant rate. The graph shows the total number of calories, y, that Jillian burned after x minutes. The table shows the total number of calories Trey burned after exercising for various amounts of time. Which statement correctly describes the calories they will have burned after 28 minutes? (1 point) Responses Jillian will burn 56 more calories than Trey. Jillian will burn 56 more calories than Trey. Trey will burn 56 more calories than Jillian. Trey will burn 56 more calories than Jillian. Trey will burn 2 more calories than Jilian. Trey will burn 2 more calories than Jilian. Jillian will burn 2 more calories than Trey.

Answer 1

To determine the correct statement about the calories burned by Jillian and Trey after 28 minutes, we need to extract the relevant data from the graph for Jillian and the table for Trey.

1. **Find Jillian's calories burned after 28 minutes** by looking at the graph.
2. **Find Trey's calories burned after 28 minutes** by examining the table.

Let's assume:
- After analyzing the graph, we find Jillian burned **X** calories after 28 minutes.
- After analyzing the table, we find Trey burned **Y** calories after 28 minutes.

Once you have the values of X and Y:
- If **X = Y + 56**, then "Jillian will burn 56 more calories than Trey."
- If **Y = X + 56**, then "Trey will burn 56 more calories than Jillian."
- If **Y = X + 2**, then "Trey will burn 2 more calories than Jillian."
- If **X = Y + 2**, then "Jillian will burn 2 more calories than Trey."

Please provide the specific values for X and Y from the graph and table so we can definitively conclude which statement is correct.