$1-$Draw a network diagram for this project

$2-.$ Identify all paths through the network diagram. Identify which path you expect to be the critical

path and its expected completion time?

$3-$Which paths are most likely to threaten this path in terms of becoming critical?

$4-$ Simulate the completion of this project $1,000$ times assuming that activity times follow a PERT

distribution.

$5-$Estimate the mean and standard deviation of the project completion time and the project cost.

$6-$ Develop histograms for both the project completion time and the cost to complete the project.

What do these histograms tell you?

$7-$ Using the results of your simulation analysis,

A$-$calculate the probability that the project can be completed within $30$ months.

B$-$What is the probability that the project will take longer than $40$ months?

C$-$ What is the probability that the project will take between $30$ and $40$ months?

D$-$ What is the probability the project will cost $$5\mathrm{.}1$ million or less to complete?

E$-$The probability the project will cost between $$5$ and $$6$ million to complete?