Sausage and Cheese Ltd. prepares three gift packages containing sausages and cheeses.
The ‘Tasters,’ ‘Succulent,’ and ‘Gourmet’ gift packages contain 3 sausages and 6 cheeses,
5 sausages and 4 cheeses, and 6 sausages and 5 cheeses, respectively. There are 2500
sausages and 3000 cheeses available for packing, and demand is unlimited. Profits are
$2.50, $3.50, and $4.00 for the ‘Tasters,’ ‘Succulent,’ and ‘Gourmet’ gift packages,
respectively. The goal is to maximize profits. Let T, S, and G represent the number of
gift packages produced of type ‘Tasters,’ ‘Succulent,’ and ‘Gourmet,’ respectively. What
is the constraint describing the sausage capacity?
a) 2.5T + 3.5S + 4G ≤ 2500
b) 3T + 5S + 6G ≥ 2500
c) 9T + 9S + 11G ≤ 2500
d) 0.8333T + 1.9444S + 2.1818G ≤ 2500
e) 3T + 5S + 6G ≤ 2500
Most larger-scale waiting line systems use ________ simulation.
a) finite queue
b) finite customer
c) nonexponential arrival
d) discrete-event
e) multi-phase