8. Assume that the total score (from both teams) for college football games averages µ = 42 points per game, and that the distribution of total points is approximately normal with o= 20. a. What is the probability that a randomly selected game would have more than 60 points? b. What proportion of college football games have a point total between 20 and 60?

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**Problem 8: Normal Distribution in College Football Scores**

Assume that the total score (from both teams) for college football games averages \( \mu = 42 \) points per game, and that the distribution of total points is approximately normal with \( \sigma = 20 \).

a. What is the probability that a randomly selected game would have more than 60 points?

b. What proportion of college football games have a point total between 20 and 60?
Transcribed Image Text:**Problem 8: Normal Distribution in College Football Scores** Assume that the total score (from both teams) for college football games averages \( \mu = 42 \) points per game, and that the distribution of total points is approximately normal with \( \sigma = 20 \). a. What is the probability that a randomly selected game would have more than 60 points? b. What proportion of college football games have a point total between 20 and 60?
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