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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 2 more calories than Trey.
Jillian will burn 2 more calories than Trey.

Trey will burn 56 more calories than Jillian.
Trey will burn 56 more calories than Jillian.

Jillian will burn 56 more calories than Trey.
Jillian will burn 56 more calories than Trey.

Trey will burn 2 more calories than Jilian.

1 answer

To determine which statement correctly describes the calories burned by Jillian and Trey after 28 minutes, we need to evaluate the information provided from both the graph for Jillian and the table for Trey.

  1. Jillian's calories burned: If you look at the graph, you'll be able to find the value of calories burned after 28 minutes by locating the point on the y-axis corresponding to x = 28 minutes.

  2. Trey's calories burned: You can refer to the table to find his total calories burned for the time corresponding to 28 minutes.

After obtaining both values from the graph and the table:

  • Calculate the difference in calories burned between Jillian and Trey.

Once you have the values, compare them to evaluate which of the provided statements is accurate.

Since I don't have access to the graph or table, I can't provide an exact answer. However, you should compare the two values based on the steps above. The correct choice will be the one that accurately states the relationship between their total calories burned after 28 minutes.