Question: maving Time 1 to $157 Question Completion S QUESTION A manager wishes to simulate 10 days of operation of an inventory system. The eng of

maving Time 1 to $157 Question Completion S
maving Time 1 to $157 Question Completion S
maving Time 1 to $157 Question Completion S
maving Time 1 to $157 Question Completion S
maving Time 1 to $157 Question Completion S QUESTION A manager wishes to simulate 10 days of operation of an inventory system. The eng of the first day is 65 units. Demand is known to be uniformly dibu inclusive. The random numbers used for the 10-day simulation as $250 AMAMAN 0.17, 0.29. Assuming no new units are delivered during the 10-day simulation The inventory at the end of the day is (Round your answer to 1 decimal places QUESTION 10 A single salesperson serves customers. For this salesperson, the discrete distributor tot as in Service table below). The discrete distribution for the time betesen customer below). Use the random numbers for simulation for the Internival supplied in the s numbers for simulation service time are given in simulation table below POO Service Time (n minutes) 001 F - M d 2 r 9 B A S 2 D Remaining Time 1hour 51 24 QUESTION 14 Consider the following problem for the payable By h 3-5.12 D 1 37 0 1 31 25 P M 4 D D 18 21 A What is the expected value of perfect information (EVP) for the pap (Hint: You can calculate theExpected valve with perfect (EVWPI)-(180.12+370.27+41(14.124.2 (Round your answer to 2 decimal plac man QUESTION 15 Consider the following payoff Table The State of Nature QA 3 a not writ the sign > or (Round your answer to 2 decimal pla QUESTION 16 Question: Consider the following Cost payoff be S 1 3 D W 35 What is the value (5) of best decision state oder eget or W 0 D 6 11 25 L 13 21 R 1 34 es, 58 seconds ctual Sales Year 2020-Q? swer to 2 decimal places) ION 4 computer center at Rock-bottom University has been experiencing computer des Let associated Markov process are defined as one-hour periods and that the probability of the g or a down state is based on the state of the system in the previous period. From Running Down P12 0.89 Running P21 P22-77 Down Given that Steady State Probability 1-Steady State probably What is the transition probability P22 Vals? (Round your answer to 2 decimal places) Chick Save and Submit to sive and not Chk Se Altdown 42

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