Suppose the man does not run for 6 months over the winter due to snow on the

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Suppose the man does not run for 6 months over the winter due to snow on the ground. He resumes running once a week in the spring and records a running time = 12.97 minutes in his first week of running in the spring?

ls this an outlying value relative to the distribution of running times recorded the previous year in Table 2.14? Why or why not?

Table 2.14: One mile running time for an individual, over 18 weeks

Time (min)(x) Time (min)(x,) WK WK 10 12.80 11.57 12.20 11 11.73 3 12.25 12 12.67 11.92 4 12.18 13 11.53 14 11.67 6 12.4

Suppose we construct a new variable called time_100 = 100 × time (e.g., for week 1, time_100 = 1280).


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