|3. A sample of points scored by starters in the WNBA is normally distributed with a mean of 18 and a variance equal to 20. a. What percentages of points scored is between 16 and 20? b. What is the cutoff point for the top 10% of points scores? c. What proportion of points scored below 12? Text d. What is the probability of points scored more than 28? Interpret your answer to number 3c. Think about the normal distribution, standard deviations, etc., what would you say about a player to a potential new team who scores 12 points or below per game? (1 sentence to explain).

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|3. A sample of points scored by starters in the WNBA is normally distributed with a mean of 18
and a variance equal to 20.
a. What percentages of points scored is between 16 and 20?
b. What is the cutoff point for the top 10% of points scores?
c. What proportion of points scored below 12?
Text
d. What is the probability of points scored more than 28?
Interpret your answer to number 3c. Think about the normal distribution, standard
deviations, etc., what would you say about a player to a potential new team who scores 12
points or below per game? (1 sentence to explain).
Transcribed Image Text:|3. A sample of points scored by starters in the WNBA is normally distributed with a mean of 18 and a variance equal to 20. a. What percentages of points scored is between 16 and 20? b. What is the cutoff point for the top 10% of points scores? c. What proportion of points scored below 12? Text d. What is the probability of points scored more than 28? Interpret your answer to number 3c. Think about the normal distribution, standard deviations, etc., what would you say about a player to a potential new team who scores 12 points or below per game? (1 sentence to explain).
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