6. The table below lists the number of games played in the baseball World Series as of 2013. In the World Series, the winner must win 4 of 7 games. Assuming that in each series, both teams have the same chance of winning, the probability of 4 or more games are as follows: 4 games 0.125, 5 games 0.25, 6 games 0.3125, and 7 games 0.3125. Answer the following questions about this Goodness-of-Fit Test: Games played # times played 4 6. 20 23 23 37 Expected 12.875 25.75 32.1875 32.1875 What is the total sample size for this data? Find the Test Statistic: Which Theoretical Distribution do we use to find the p-value?

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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6.
The table below lists the number of games played in the baseball World Series
as of 2013. In the World Series, the winner must win 4 of 7 games. Assuming that in each
series, both teams have the same chance of winning, the probability of 4 or more games are
as follows: 4 games 0.125, 5 games 0.25, 6 games 0.3125, and 7 games 0.3125. Answer
the following questions about this Goodness-of-Fit Test:
Games played
# times played
4
6.
20
23
23
37
Expected
12.875 25.75 32.1875
32.1875
What is the total sample size for this data?
Find the Test Statistic:
Which Theoretical Distribution do we use to find the p-value?
Transcribed Image Text:6. The table below lists the number of games played in the baseball World Series as of 2013. In the World Series, the winner must win 4 of 7 games. Assuming that in each series, both teams have the same chance of winning, the probability of 4 or more games are as follows: 4 games 0.125, 5 games 0.25, 6 games 0.3125, and 7 games 0.3125. Answer the following questions about this Goodness-of-Fit Test: Games played # times played 4 6. 20 23 23 37 Expected 12.875 25.75 32.1875 32.1875 What is the total sample size for this data? Find the Test Statistic: Which Theoretical Distribution do we use to find the p-value?
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