Given the data and information that follow and given the indirect costs for each project duration are $400 (19 time units), $350 (18), $300 (17), and $250 (16) respectively; compute the total direct cost for each project duration from the normal time through the crash point and provide that in the table on the next page. What is the optimum cost-time schedule for the project? What is this cost? | Activity Predecessor Normal Normal Time Cost Maximum Crash Time Crash Cost Per Day A 3 50 1 20 B A 5 60 2 60 3 70 1 40 UTO A . 10 50 0 0 E B 6 100 3 50 F 7 90 3 100 G E, F, D 5 50 1 1 70 a. Complete the table below (50 points): Duration Direct Costs Indirect Costs Total Costs b. What is the optimum Cost-Duration solution for the project you just analyzed? (10 Points) Cost: Duration: c. Reducing the project duration increases the risk of being late. Explain. (15 Points)