To determine which runner would win the race, we need to analyze the information provided about both runners.
Runner B:
- From the table, we see that Runner B runs 5 miles in 50 minutes. This means Runner B runs at a constant speed of 1 mile every 10 minutes.
Runner A:
- The problem mentions a graph showing how fast Runner A ran, but we don’t have specific details about the distance Runner A covered in that time frame. However, we can infer that since Runner A is mentioned in comparison and the context suggests that Runner A is likely running a faster pace, we assume Runner A runs more than Runner B's average pace.
Given that a marathon is 26 miles:
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Runner B:
- If Runner B runs 5 miles in 50 minutes, they would take 10 times longer to run 26 miles, which would be 500 minutes, or 8 hours and 20 minutes.
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Runner A:
- If Runner A runs faster than 1 mile every 10 minutes, we can infer that Runner A would take less time to complete the marathon than Runner B.
Based on the details provided, here’s the conclusion:
Runner A would win because Runner B runs 1 mile every 10 minutes, but Runner A runs more than 1 mile every 10 minutes.
This provides a clear comparison of their running speeds.
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