Question: C 2 D5 F 2 A 3 B H 3 G 2 E 6 Crushing cost/day Maximum Crash Possible Day A 0 B $80 1

C 2 D5 F 2 A 3 B H 3 G 2 E 6 Crushing cost/day

C 2 D5 F 2 A 3 B H 3 G 2 E 6 Crushing cost/day Maximum Crash Possible Day A 0 B $80 1 0 D $25 1 E $50 1 F $10 1 G $40 H 0 Given the unit crashing cost and the maximum crash possible day information in the table above, if the project is to be shortened by 2 days with the cheapest cost, which activities are to be crashed in each round? Please conduct the crashing by two rounds following the crashing technique on slide 20, Lecture 17, and report your answers in Q9 to Q11. Question 9 3 pts Activity(ies) to be crashed in the first round: Question 10 5 pts Activity(ies) to be crashed in the second round:_ If you choose to crash multiple activities in this round, report them with "and" in between, like "B and C

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