2. Flowers at the Famous Hotel's Gift Shop are being replaced daily. The shop purchases the flowers at $3/dozen and sells them at $6.50. Flowers that are not sold by 8 p.m. are put on a special sale for $1.00 and are all sold. The daily demand for flowers is normally distributed with a mean of 13 dozen and a standard deviation of 2 dozen. The store or ders 14 dozen daily. Simulate the daily demand for the next 14 days (round to the nearest whole number). (RN: 423, 518, 036, 618, 728, 495, 123, 962, 317, 820, 583, 008, 874, 370.) 1. The demand on day 6 is: a) 10 b) 11 c) 12 d) 13 e) 14 2. The number of leftover (dozens) on the 9th day is: a) 0 b) 1 c) 2 d) 3 I 3. The number of flowers short in day #8 ist a) 0 b) 1 c) 2 d) 3 4. The average number of flowers leftover (per day, at 8p.m., in dozens) is approximately: a) 0.68 b) 0.93 c) 1.12 d) 1.38 e) 157 5. The weekly profit (in $) is approximately: a) 138 b) 218 c) 264 d) 290 e) None of these 6. The probability that there will not be enough flowers to sell on a given day (in % approximately) is: a) 15 b) 29 c) 37 d) 42 e) None of these