Given this information: Lead-time demand = 605 pounds Standard deviation of lead time demand = 46 pounds (Assume normality.) Acceptable stockout risk during lead time = 2 percent Use Table a. What amount of safety stock is appropriate? (Round your answer to the nearest whole number.) Safety stock b. How much of this item should be reordered? (Round your answer to the nearest whole number.) ROP units c. What risk of stockout would result from a decision not to have any safety stock? (Omit the "%" sign in your response.) Stockout risk % 2001 3 4 5 60 0 575 31 31) 5000 599 500 179 6554 5040 500 1.54385476 15825871 17 25 6591 628 5120516 555) 5900 6331 BBS 6700 .519520 5% 5636 987 6026 640 5279 565 064 EA3 58 879 5 1064 717 19 224 960 191 1611 696 22 7019 15 16: 5 17123 - TTS 3 125 15 ST 15 194 - 195 SEEM 15 B485 57) - 2013 RAM RES 853 8749 044 015 8554 18770 19131 19279 1029 19925 9099 1995) 8907 062 019 2007 9 16 800 9147 992 0 19222 192 9265 44 882 9452 045 SHE 357 984 982 995 394 % %% 713 918 = 972 950 TRE 9 7 900 5) 77 54 69 920 5 900 16 876 1 0 25 650 04 11 875 990 ) 22 960] 19900 1993] 2013 16 29 34] 943 9 945 969 952 2 990) 997 5 ) ) 1984 25 199) 39) 9 9 9 2 012 1994 1999 15 96 99% 1996 106 196 1999) 19999999999999 1996 99) 9999