To solve this problem, we need to determine how long it will take Madison to run 13.1 miles if they continue at the same pace of 8.6 minutes per mile.

Given:

• Pace = 8.6 minutes per mile
• Distance to run = 13.1 miles

Calculation:

To find the total time required, multiply the pace by the distance:

$\text{Total Time} = \text{Pace} \times \text{Distance}$

$\text{Total Time} = 8.6 \times 13.1$

$\text{Total Time} = 112.66 \text{ minutes}$

Final Answer:

It will take 112.66 minutes (or approximately 1 hour and 52 minutes) for Madison to run 13.1 miles at the same pace.

Would you like a more detailed explanation or breakdown?

Here are five related questions to expand your understanding:

1. How long would it take to run 5 miles at the same pace?
2. What would Madison's time be for a 26.2-mile marathon at this pace?
3. If Madison increased their pace to 8 minutes per mile, how long would it take for 13.1 miles?
4. What speed (in miles per hour) is Madison running at this pace?
5. How much time would Madison save if they improved their pace by 0.5 minutes per mile?

Tip:

To convert minutes to hours easily, divide by 60. For example, 112.66 minutes ÷ 60 ≈ 1.88 hours.