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Consider a computer game involving rolling three (3) dice one hundred (100) times.

The following are the observed counts of sixes:

Number of Sixes Frequency

0 48

1 35

2 15

3 3

Determine whether the dice model implemented in the computer game is fair using a χ2 test and comparing with a Binomial probability distribution. You may use a critical value of 7.815 for your test statistic.

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