Question: Given the project in Problem 27, simulate the completion of the project 1000 times, assuming that the activity times are at the 99 + level

Given the project in Problem 27, simulate the completion of the project 1000 times, assuming that the activity times are at the 99 + level and follow a triangular distribution.

a. Determine the probability of each path becoming the critical path.

b. What is the probability that the project is completed in 32 days? In 34 days? In 38 days?

c. How do your answers compare with your answers in Problem 27?

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