Question: Consider Problem. Suppose that the normal and the expedited costs and times are as given in the following table.
If indirect costs amount to $100 per day, determine the optimal time to complete the project and the optimal project completion cost.
Problem: A project consists of seven activities. The precedence relationships are given in the following table.
a. Construct a network for this project.
b. Compute the earliest and the latest starting and finishing times for each activity and identify the critical path.
c. Draw a Gantt chart of the schedule for this project based on earliest starting times.
d. What group of activities will have to be completed by day 60 in order to guarantee that the project will not be delayed?