need all otherwise down voted

2018 - Dec [6] (b) The following was the pattern for demand of cars rented out by a tourist operator observed for 100 days: No. of cars 5 7 10 15 No. of days 20 30 40 10 The random numbers are 88, 76, 10, 05, 23. Required: (0) Simulate the demand for cars over five days. (ii) How many cars should the operator have in order to have at least 75% probability of fulfilling the demand based on your simulated results? (5+3=8 marks) cts 2008 - Nov [4] (a) The normal time, crash time and crashing cost per day are given for the following network: KS of 23 Activity Normal time Crash time Crashing cost (days) (days) (/day) 1-2 18 14 40 1-3 22 20. 2-3 8 5 60 10 6 40 3-4 3 2 80 8 6 50 (0) Crash the project duration in steps and arrive at the minimum duration. What will be the critical path and the cost of crashing? (9 marks) (CAFG - (m) If there is an indirect cost of * 70 per day, what will be the optimal project duration and the cost of crashing? (1 mark) (CAFG - ] 2019. Dec (7] The following table gives data on normal time & cost and crash time & cost for a project Activity Normal Time (days) Cost() Time (days) Cost) 600 4 13 600 2 500 3 1.500 2-5 450 1 900 4-6 8 800 3,000 5-6 400 2 1,000 6-7 450 2 800 The indirect cost per day is 100. Required: O Draw the network and identify the critical path. (II) What are the normal project duration and associated cost? (III ) Crash the relevant activities systematically and determine the optimum project completion time and cost. (4 + 2 + 10 = 16 marks) 2016 - Dec [8] (a) () How Critical Path Analysis (CPA) helps an organization