The scheduled completion time is $25$ weeks. You must pay a $$1500$ penalty for every

week you are late. You get a $$1000$ bonus for every week you are early.

$1.$ Create an Activity On Node $($AoN$)$ network diagram.

$2.$ Find the normal completion time and the critical path.

$3.$ Determine the schedule that minimizes your total cost for this project, including any

penalty or bonus.

a$.$ How did you decide when to stop trying shorter and shorter completion times?

b$.$ How many weeks total should the project take?

c$.$ What will your total cost be$?$

d$.$ Which activities will be shortened from their normal times, and by how much?

e$.$ Which activities are critical to the least cost schedule?