NETWORK: PERT 2

Consider the following table:

ACTIVITY PREC. ACT. TIME ESTIMATES (days)

t_o t_ml t_p t_e

A --- 1 2 3

B A 2 4 6

C B 1 4 7

D B 3 4 5

E C 1 3 5

F D, E 2 3 4

5) What is the likelihood of this project being completed earlier than 14 days?

6) Between 13 and 15 days?

I already have the answer to the question on the bottom just putting here for reference

1) Construct a PERT network.

[NOTE: This is the most crucial part of the exercise. Make sure you have the correct network before proceeding to the next sections.]

2) By using ES, EF, LF, LS, find the slack of each activity and the critical path.

3) Find the completion time () and the standard deviation () for the project round off the standard deviation to the nearest hundredth: two decimal places.

4) What is the completion time at 99% confidence level?