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9) Warren hesitated as he read the fast food menu, unsure whether he should supersize the orders
of delicious golden French fries. As the office lunch boy, he was responsible for buying enough
food to keep his coworkers satiated during the rest of the work day. Supersizing would increase
his cost from $0.99 to $1.59 and just might provide his colleagues the nutrition they needed to
make it through the second half of his day at the office. Of course, if they finished his hamburger
and the usual amount of fries, Warren would simply throw the extra ones away. However, if he
failed to supersize the orders, he would have to purchase candy bars during the afternoon and
they weren’t exactly giving them away in the break room vending machines. Each hungry
colleague would likely need two candy bars, which sold for $1.25 each. With a demand that is
normally distributed with a mean of 15 and standard deviation of five, what is Warren’s optimal
supersize decision?
A) 16.3
B) 17.3
C) 18.3
D) 19.3
10) Degan routinely drove the 400-mile round trip to his favorite grocery store to stock up on
bread, which cost $1.50 per loaf. Running out would be disastrous — an unplanned trip to this
store would mean a custom order that would run $7.75 per loaf. Overstocking wasn’t a big issue,
he could sell it to his teaching partner for $0.10 per loaf. With a demand that is normally
distributed with a mean of 125 and standard deviation of 15, what is Degan’s optimal purchase
quantity on his next trip to the store?
A) 139
B) 173
C) 115
D) 128