Concept explainers
Answer the 3 questions in the case study Using Project Management Software to Schedule the Olympic Games on page 401.
1. Why did they need drawings of every site, building, and room?
2. How do you think they did planning for the bad weather?
3. Was
Utilizing project management software, Olympic organizers meticulously planned event logistics, encompassing detailed site drawings and weather contingency strategies. Balancing scheduling intricacies and addressing adverse weather challenges are crucial. Balancing schedule complexities and dealing with bad weather conditions are critical. The programme facilitated centralised coordination and quick decision-making, which contributed greatly to the Olympic Games success. The Olympic Games require a thorough approach, with sophisticated project management tools used for effective preparation.
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- A clinic start-up is based on the following network: Activity ImmediatePredecessor ActivityTime A – 4 B – 8 C – 3 D A 3 E A 6 F C 5 G B, D 6 Draw the network and answer the following questions. a. What is the project completion time?arrow_forwardThis project has the following activities that need to be completed (see Table below) a) Draw the AOA and AON diagrams b) Find the critical path in AOA and AON Diagrams. Show calculations and table. c) Find the completion time. Show calculations d) Find the duration of each activity. Show calculations e) Show the predecessors in a table format. Activity TE AB 1 AC 3 AD 3 DC 4 CB 3 DE 8 CF 2 BF 4 IJ 2 CE 6 EF 5 FG 10 FH 11 EH 1 GH 9 EJ 3 GI 8 HJ 6 .arrow_forwardThe table below contains data for the installation of new equipment in a manufacturing process for a steel corporation. Your company is responsible for the installation project. Indirect costs are $6,000 per week, and a penalty cost of $10,000 per week will be incurred by your company for every week the project is delayed beyond week 15. Activity Immediate Predecessor(s) Normal Time (weeks) Crash Time (weeks) Normal Cost ($) Crash Cost ($) A None 2 1 7,000 10,000 B None 2 2 3,000 3,000 C A 3 1 12,000 40,000 D B 3 2 12,000 28,000 E C 1 1 8,000 8,000 F D, E 5 3 5,000 15,000 G E 3 2 9,000 18,000 H F, G 8 6 14,000 32,000 Construct a network diagram for the project. What are the project completion time and the total cost under normal conditions? What is the shortest time duration for this project regardless of cost? What is the resulting total cost? What is the…arrow_forward
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