Question: In the MBA, a student needs to take Course A, Course B, and Course C to take Course D. The probability that he/she will pass

In the MBA, a student needs to take Course A, Course B, and Course C to take Course D. The probability that he/she will pass Course A is 95%, Course B is 70%, and Course C is 80%. If the student has developed a Monte Carlo simulation model to estimate the probability that he/she will be able to take Course D and got the following random numbers representing Course A, Course B, and Course C, what would be the answer? 0.966; 0.798; 0.995

Select one:

1. Take Course D because you probably will pass all three required courses.

2. Take Course D because you probably will not pass one of the required courses.

3. Will not be able to take Course D because you probably will not pass all three required courses.

4. Will not be able to take Course D because you probably will not pass at least one of the required courses.

5. None of the above.

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