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2016 - June (7] (c) The output of a production line is checked by an inspector for one or more of three different types of defects, called defects Major, Minor and Medium. If defect Major occurs, the item is scrapped. If defect Minor or Medium occurs, the items must be reworked. The time required for reworking for a Minor defect and a Medium defect is 15 minutes and 30 minutes respectively. The probabilities of Major, Minor and Medium defects are 0.15, 0.20 and 0.10 respectively. You are required to present data table with random number assigned and the existence of defect in Major, Minor and Medium type separately. For 10 items coming off the assembly line, determine the number of items without any defects and with defects, the number of item scrapped and the total minutes of reworked time. Use the following Random Numbers (RN) of three defects: RN for Defect Major 48 55 914093 01 836347 52 RN for Defect Minor 47 36 5704 79 55 10 13 5709 RN for Defect Medium 82 95 1896 2084 5611 52 03 (11 markal 2018 - Dec [6] (b) The following was the pattern for demand of cals ler 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: (1) 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