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Question No.2 1. Determine optimal numbers of pens to order according to EOQ Model (Max Marks 2.5) ) a. D = 2000 b. S-$ 20 C. H = S1 2. Determine optimal numbers of pens to order according to POQ Model (Max Marks 2.5) a. D-5000 b. S= $ 10 . H=S2 d. p = 8 e. d = 4 Question No.3 a) Schedule the below mentioned according to First Come First Served, Last Come First Served, Earliest due date, shortest processing time & longest processing time (Max Marks 5) 3 | Page Job Number Days to Due Date A 3 Job Time 3 days 1 day 5 days 2 days 6 B D 8 4 E 5 F 9 4 days 6 days 4 days 3 days G 2 H b) At the end of each month, a research and development team write status reports for the projects at work. The team leaders, Andrew and Julie, submit them to the R&D director on the first Monday of each month. Unfortunately, they forgot to check their calendar one month until late Friday evening. To their surprise, they discovered that the month ended on Sunday and the reports were due the following Monday morning. As they had not started writing them, they decided to come to work early Saturday morning, so they could finish the reports before Monday morning. They split the work as follows: Andrew writes and edits the reports while Julie collates data and draws all the necessary graphs. Assume that Julie starts her work on a report as soon as Andrew is finished with it and that Andrew works continuously. Times for the reports in hours) are as follows: (Max Marks 5) Projects Andrew Julie A 4 2 B 3 5 5 1 D 7 3 E 8 6 I. II. III. How many hours will it take them to finish all the reports? Solve according to Johnsons Rule How many hours is Andrew idle? How many hours is Julie idle? Question No.2 1. Determine optimal numbers of pens to order according to EOQ Model (Max Marks 2.5) ) a. D = 2000 b. S-$ 20 C. H = S1 2. Determine optimal numbers of pens to order according to POQ Model (Max Marks 2.5) a. D-5000 b. S= $ 10 . H=S2 d. p = 8 e. d = 4 Question No.3 a) Schedule the below mentioned according to First Come First Served, Last Come First Served, Earliest due date, shortest processing time & longest processing time (Max Marks 5) 3 | Page Job Number Days to Due Date A 3 Job Time 3 days 1 day 5 days 2 days 6 B D 8 4 E 5 F 9 4 days 6 days 4 days 3 days G 2 H b) At the end of each month, a research and development team write status reports for the projects at work. The team leaders, Andrew and Julie, submit them to the R&D director on the first Monday of each month. Unfortunately, they forgot to check their calendar one month until late Friday evening. To their surprise, they discovered that the month ended on Sunday and the reports were due the following Monday morning. As they had not started writing them, they decided to come to work early Saturday morning, so they could finish the reports before Monday morning. They split the work as follows: Andrew writes and edits the reports while Julie collates data and draws all the necessary graphs. Assume that Julie starts her work on a report as soon as Andrew is finished with it and that Andrew works continuously. Times for the reports in hours) are as follows: (Max Marks 5) Projects Andrew Julie A 4 2 B 3 5 5 1 D 7 3 E 8 6 I. II. III. How many hours will it take them to finish all the reports? Solve according to Johnsons Rule How many hours is Andrew idle? How many hours is Julie idle