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For some reason, you've decided to play a game of Monopoly with your friends. After what seems like one too many “lucky" rolls in a row, you start to think that one of your friends is cheating. After nearly 10 hours of playing, each of your friends fall asleep. You decide to take advantage of the situation and test the hypothesis that the two, six-sider dice are fair. You roll the two dice 1000 times, noting the sum of the two dice each time. The table below shows the results of your 1000 rolls. Is there any evidence that these dice are unfair? Sum 2 3 4 5 Count 40 58 88 109 6 7 148 164 8 9 10 11 12 135 95 80 63 20

For some reason, you've decided to play a game of Monopoly with your friends. After what seems like one too many “lucky" rolls in a row, you start to think that one of your friends is cheating. After nearly 10 hours of playing, each of your friends fall asleep. You decide to take advantage of the situation and test the hypothesis that the two, six-sider dice are fair. You roll the two dice 1000 times, noting the sum of the two dice each time. The table below shows the results of your 1000 rolls. Is there any evidence that these dice are unfair? Sum 2 3 4 5 Count 40 58 88 109 6 7 148 164 8 9 10 11 12 135 95 80 63 20

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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For some reason, you've decided to play a game of Monopoly with your friends. After what seems like one too many “lucky" rolls in a row, you start to think that one of your friends is cheating. After nearly 10 hours of playing, each of your friends fall asleep. You decide to take advantage of the situation and test the hypothesis that the two, six-sider dice are fair. You roll the two dice 1000 times, noting the sum of the two dice each time. The table below shows the results of your 1000 rolls. Is there any evidence that these dice are unfair? Sum 2 3 4 Count 40 58 88 5 109 6 7 8 9 10 11 12 164 135 95 80 63 20 148
Transcribed Image Text:For some reason, you've decided to play a game of Monopoly with your friends. After what seems like one too many “lucky" rolls in a row, you start to think that one of your friends is cheating. After nearly 10 hours of playing, each of your friends fall asleep. You decide to take advantage of the situation and test the hypothesis that the two, six-sider dice are fair. You roll the two dice 1000 times, noting the sum of the two dice each time. The table below shows the results of your 1000 rolls. Is there any evidence that these dice are unfair? Sum 2 3 4 Count 40 58 88 5 109 6 7 8 9 10 11 12 164 135 95 80 63 20 148
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