The mean maximum aerobic power (VO2MAX) score for men ages 20 to 29 is 42 ml/min/kg with a standard deviation of 6 ml/min/kg. VO2MAX is normally distributed. a. Find the probability of a man ages 20 to 29 having a VO2MAX score of greater than 50 ml/min/kg. b. Find the probability of a man ages 20 to 29 having a VO2MAX score of between 39 ml/min/kg and 48 ml/min/kg. c. Determine the minimum VO2MAX score for elite men ages 20 to 29 scoring in the top 5%. d. Determine the maximum VO2MAX score for men needing aerobic power intervention ages 20 to 29 scoring in the bottom 10%.
The mean maximum aerobic power (VO2MAX) score for men ages 20 to 29 is 42 ml/min/kg with a standard deviation of 6 ml/min/kg. VO2MAX is normally distributed. a. Find the probability of a man ages 20 to 29 having a VO2MAX score of greater than 50 ml/min/kg. b. Find the probability of a man ages 20 to 29 having a VO2MAX score of between 39 ml/min/kg and 48 ml/min/kg. c. Determine the minimum VO2MAX score for elite men ages 20 to 29 scoring in the top 5%. d. Determine the maximum VO2MAX score for men needing aerobic power intervention ages 20 to 29 scoring in the bottom 10%.
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![The mean maximum aerobic power (VO2MAX) score for men ages 20 to 29 is 42 ml/min/kg with a
standard deviation of 6 ml/min/kg. VO2MAX is normally distributed.
a. Find the probability of a man ages 20 to 29 having a VO2MAX score of greater than 50 ml/min/kg.
b. Find the probability of a man ages 20 to 29 having a VO2MAX score of between 39 ml/min/kg and 48 ml/min/kg.
c. Determine the minimum VO2MAX score for elite men ages 20 to 29 scoring in the top 5%.
d. Determine the maximum VO2MAX score for men needing aerobic power intervention ages 20 to 29 scoring in the
bottom 10%.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5f799239-bf75-4c8c-a88f-30febcc0c4a0%2F32fb4603-9ffc-4b95-9a2b-756a808a6ef6%2F4boi5yn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The mean maximum aerobic power (VO2MAX) score for men ages 20 to 29 is 42 ml/min/kg with a
standard deviation of 6 ml/min/kg. VO2MAX is normally distributed.
a. Find the probability of a man ages 20 to 29 having a VO2MAX score of greater than 50 ml/min/kg.
b. Find the probability of a man ages 20 to 29 having a VO2MAX score of between 39 ml/min/kg and 48 ml/min/kg.
c. Determine the minimum VO2MAX score for elite men ages 20 to 29 scoring in the top 5%.
d. Determine the maximum VO2MAX score for men needing aerobic power intervention ages 20 to 29 scoring in the
bottom 10%.
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