# Question

When a single die is rolled, the probability of a one is 1/6, or 0.167. Let’s simulate 3000 rolls of a die.

a. Use the commands given in Exercise 9.85 and a calculator or computer to simulate the rolling of a single die 3000 times. Using the results from the simulation:

b. Sum the data and divide by 3000. Explain what this value represents.

c. Determine the standard error of proportion.

d. Determine the 95% confidence interval for p = P(one)

e. How do the results from the simulation compare with your expectations? Explain.

a. Use the commands given in Exercise 9.85 and a calculator or computer to simulate the rolling of a single die 3000 times. Using the results from the simulation:

b. Sum the data and divide by 3000. Explain what this value represents.

c. Determine the standard error of proportion.

d. Determine the 95% confidence interval for p = P(one)

e. How do the results from the simulation compare with your expectations? Explain.

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