# Problem 2: A Crooked Die or Not? Supposed that you need to check…

  

# Problem 2: A Crooked Die or Not? Supposed that you need to check… # Problem 2: A Crooked Die or Not?Supposed that you need to check a die to see if it was modified to make one of its faces more likely than the others. You roll the die 60 times and collect the below result:“`Value Frequency 1 8 2 9 3 19 4 5 5 8 6 11“`If the die is fair, each face is expected to appear 10 times. In the data set, the face 3 appears 19 times, which is more often than the expected frequency number. And face 4, on the other hand, appears less than the expected number. Are the differences statistically significant? Our null hypothesis is the die is not crooked. First, you need to choose a statistic to simulate. The statistic has to be able to help you decide between the null hypothesis and alternative views about the data. What will be your static used to do the simulation and hypothesis testing? I suggest you reference the total variation distance discussed in the lecture. To approach this problem, you need to write a simulation to test your hypothesis. To address this problem completely, you are required to write down your evaluation on the model in the null hypothesis. I would suggest you assess your model using a P-value. Computer Science Engineering & Technology Python Programming APCV 361

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