Question: Given the following project: Activity Crash Cost Predecessor Normal Time (day) Normal Cost ($) Crash Time (day) ($) 2 1300 4 10 800 1200 1100

Given the following project: Activity Crash Cost

Given the following project: Activity Crash Cost Predecessor Normal Time (day) Normal Cost ($) Crash Time (day) ($) 2 1300 4 10 800 1200 1100 1000 2400 1700 A 1600 8 3000 2000 900 D A,B 10 F CD / 5 (a) Draw the network and find the critical path duration of the project, total cost of project using normal times. (b) Calculate the maximum time reduction and crash cost-per-day (all activities may be partially crashed) for each activity. Then fill the table below. (Note: Activity "F" cannot be crashed) Activity Maximum Time Reduction (day) Cost to Crash per Period ($/day) E (c) Find the optimal way of getting a 20-day delivery time. What is the project cost? (d) Find the optimal way of getting a 18-day delivery time. What is the project cost

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