Question 32 4/ 4 pts This Problem Counts 4 Points Roscoe sells fresh cut flowers on the street corner of New Northside Drive and Howell Mill Road about 4 miles from the Georgia Tech campus. Roscoe buys the product each morning from a grower and pays $3.90 per bunch. Note that the product is sold by a "bunch" which typically contains 5 to 7 individual flowers. Roscoe sell the bunches for $7.00 each by flagging down customers who are typically in cars in stuck in traffic at the busy intersection. Whenever Roscoe runs out of product (the flowersk: he just leaves early and loses any potential sales he may have made if he head had more bunches. If Roscoe has product left after he decides to leave, he simply drops off the remaining bunches over at the Senior Citizen center while walking home. His mother is a resident of the center and Roscoe feels good about donating the flowers to her residential community. Roscoe tracks sales daily believes that his demand follows a normal distribution with a mean of 62 bunches and a standard deviation of 15. Considering this information, what is Roscoe's optimum service level? (Round up to next highest full percent point) 18% 52N 45% 37% 59%