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You Have Collected the Data for a Time-Cost CPM Scheduling

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You have collected the data for a time-cost CPM scheduling model analysis.The time is in days and the project "direct costs" are given here. You have collected the data for a time-cost CPM scheduling model analysis.The time is in days and the project  direct costs  are given here.   The indirect costs for the project are determined on a daily duration basis.If the project lasts 16 days, the total indirect costs are $400; 15 days, they will be $250; 14 days, they will be $200; and 13 days, they will be $100.If you crash this project by one day what is the total (i.e., direct and indirect) project cost? ____________________  E.A costs $100/day to crash, D costs $150/day to crash, and E costs $400/day to crash.Reducing the duration of A by one day at an additional cost of $100 is the most economical.Direct costs are now $400 + $100 + $200 + $400 + $500 + $200 + $100 = $1,900.Overall duration of the project is 15 days, and indirect costs are $250.The total cost of crashing this project for one day is $2,150. The indirect costs for the project are determined on a daily duration basis.If the project lasts 16 days, the total indirect costs are $400; 15 days, they will be $250; 14 days, they will be $200; and 13 days, they will be $100.If you crash this project by one day what is the total (i.e., direct and indirect) project cost? ____________________
E.A costs $100/day to crash, D costs $150/day to crash, and E costs $400/day to crash.Reducing the duration of A by one day at an additional cost of $100 is the most economical.Direct costs are now $400 + $100 + $200 + $400 + $500 + $200 + $100 = $1,900.Overall duration of the project is 15 days, and indirect costs are $250.The total cost of crashing this project for one day is $2,150.

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$2,150
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