Question 4 (10 points) Listen Reducing Project Duration Crash cost (slope), maximum crash time, normal time, and normal cost are provided below. The indirect costs for each project duration are: $550 (20 time units). $400 (19), $350 (18), $100 (17), and $50 (16). Activity Normal Normal Time Cost Crash Me Cost Crash (Slope) The 25 1 75 A B 6 4 O 5 3 D D 20 65 1 3 1 1 E F 70 90 100 so 100 140 30 90 210 6 3 105 40 6 3 H H 200 1 5 After crashing the project using the cost-duration graph method, determine the cost of the project associated with the optimum cost-time point. Time Left:0:37:54 Daissy Monrreal: Attempt 1 B 75 4 2 0 5 3 1 C D E E D 20 65 103 40 90 100 80 100 140 80 90 3 1 1 0 1 o H 3 6 3 5 H 200 210 After crashing the project using the cost-duration graph method, determine the cost of the project associated with the optimum cost-time point. 1475 1295 1520 1430 1305 1350 Neuuck roject Uul au Crash cost (slope), maximum crash time, normal time, and normal cost are provided below. The indirect costs for each project duration are: $550 (20 time units), $400 (19). $350 (18), $100 (17), and $50 (16). Act Crash Cost MA Crush Normal Normal T Cost 1 6 4 2 A B c D E F A R&185 25 75 0 20 65 105 40 5 0 1 3 1 6 3 6 1 100 140 80 90 210 . 200 1 5 After crashing the project using the cost-duration graph method, determine the cost of the project associated with the optimum cost-time point 1475 1295 1520