QUESTION 13 Jenny is an avid bowler. She scores an average of 210 (out of maximum score of 300) with variance of 80. Suppose she is playing in a tournament where, to balance the competition, better players' scores are "handicapped" if they average above a 150. For example, Jenny's score for the tournament will be reduced by 210-150 = 60 pins to put her on par with the rest of the tournament participants. True or false: the expected value of Jenny's handicapped score in the tournament is 150, but the variance is unchanged at 80. O True O False

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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Chapter10: Statistics
Section10.5: Comparing Sets Of Data
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QUESTION 13
Jenny is an avid bowler. She scores an average of 210 (out of maximum score of 300) with variance of 80. Suppose she is playing in a tournament where, to balance the competition, better players'
scores are "handicapped" if they average above a 150. For example, Jenny's score for the tournament will be reduced by 210- 150 = 60 pins to put her on par with the rest of the tournament
participants.
True or false: the expected value of Jenny's handicapped score in the tournament is 150, but the variance is unchanged at 80.
O True
O False
Transcribed Image Text:QUESTION 13 Jenny is an avid bowler. She scores an average of 210 (out of maximum score of 300) with variance of 80. Suppose she is playing in a tournament where, to balance the competition, better players' scores are "handicapped" if they average above a 150. For example, Jenny's score for the tournament will be reduced by 210- 150 = 60 pins to put her on par with the rest of the tournament participants. True or false: the expected value of Jenny's handicapped score in the tournament is 150, but the variance is unchanged at 80. O True O False
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