15. Use provided table: below* ACold Inc is a frozen food distributor with 10 warehouses across the country. lvan Tory, one of the warehouse managers, wants to make sure that the inventory policies used by the warehouse are minimizing inventory while still maintaining quick delivery to ACold's customers. Since the warehouse carries hundreds of different products, Ivan decided to study one. He picked Caruso's Frozen Pizza (CFP). Average daily demand for CFPs is normally distributed with a mean of 389 and a standard deviation of 154. Since ACold orders at least one truck from their supplier each day, ACold can essentially order any quantity of CFP it wants each day. In fact, ACold's computer system is designed to implement an order-up-to policy for each product. lvan notes that any order for CFPs arrives 5 days after the order. a Suppose an order-up-to level of 2076 is used. What is the in-stock probability? Use \" Table 14.1. Round your answer to one decimal Suppose ACold wants a 0.9 in-stock probability. What should the order-up-to level be? Use Table 14.1. Round your answer to the nearest integer. b. z ] ] z L7 7] -4.0 0000 0.0000 0.1 5398 0.4509 39 0000 0.0000 02 5793 0.5069 38 0001 0.0000 03 6179 0.5668 37 0001 00000 04 6554 06304 16 0002 0.0000 0s 6915 06978 -35 0002 00001 06 7257 0.7687 -34 0003 00001 07 7580 08429 -33 0005 00001 08 7881 0.9202 -32 0007 00002 09 8150 1.0004 =21 0010 0.0003 1.0 8413 1.0833 -3.0 0013 00004 1.1 8643 1.1686 -29 0019 00005 12 8849 1.2561 -28 0026 0.0008 13 9032 1.3455 -27 0035 00011 14 9192 1.4367 26 0047 00015 15 9332 15293 25 0062 00020 16 9452 1.6232 24 0082 00027 1.7 0554 17183 23 0107 00037 18 9641 18143 -22 0139 00049 19 9713 19111 -2.1 0179 00065 20 2.0085 -20 0228 00085 21065 -19 0287 00111 9861 22049 -1.8 0359 00143 9893 2.3037 17 0446 00183 9918 24027 16 0548 25 9938 25020 15 0668 26 9953 26015 14 0808 00367 27 9965 27011 1.3 0968 00455 28 9974 2.8008 -12 1151 00561 29 9981 2.9005 11 1357 00686 30 9987 3.0004 10 1587 00833 31 9990 3.1003 -09 1841 0.1004 32 9993 3.2002 -08 2119 0.1202 3.3 9995 3.3001 -0.7 2420 0.1429 34 9997 3.4001 -06 2743 0.1687 35 9998 35001 05 3085 0.1978 3.6 9998 3.6000 04 3446 02304 3.7 9999 3.7000 03 3821 0.2668 38 9999 3.8000 -0.2 4207 0.3069 39 3.9000 01 4602 0.3509 40 1.0000 4.0000 00 5000 0.3089