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1a. Say we consider triathlon times for 2 divisions: the times for the Men's Age 30-34 division are(=4313,=583) N(=4313,=583)and the times for the Women's Age

1a. Say we consider triathlon times for 2 divisions: the times for the Men's Age 30-34 division are(=4313,=583)

N(=4313,=583)and the times for the Women's Age 25-29 division are(=5261,=807)

N(=5261,=807). These times are in seconds. Assume both sets of times follow nearly normal distributions.

Say a participant in the Women's 25-29 age division records a time of 4858 seconds, what proportion of times in this division are LOWER (faster) than this?

1b. Say we consider triathlon times for 2 divisions: the times for the Men's Age 30-34 division are(=4313,=583)

N(=4313,=583)and the times for the Women's Age 25-29 division are(=5261,=807)

N(=5261,=807). These times are in seconds. Assume both sets of times follow nearly normal distributions.

Find the cutoff time (in seconds) for the fastest 25% of times in the men's 30-34 age division.Note, fastest = lowest times.

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