Group B 10 Money manager Boris Milkem deals with French currency (the franc) and American currency (the dollar). At 12 midnight, he can buy francs by paying .25 dollars per franc and dollars by paying 3 francs per dollar. Let x, = number of dollars bought (by paying francs) and x2 = number of francs bought (by paying dollars). Assume that both types of transactions take place simultaneously, and the only constraint is that at 12:01 A.M. Boris must have a nonnegative number of francs and dollars. a Formulate an LP that enables Boris to maximize the number of dollars he has after all transactions are completed. b Graphically solve the LP and comment on the answer.

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Group B
10 Money manager Boris Milkem deals with French
currency (the franc) and American currency (the dollar). At
12 midnight, he can buy francs by paying .25 dollars per
franc and dollars by paying 3 francs per dollar. Let x, =
number of dollars bought (by paying francs) and x2 =
number of francs bought (by paying dollars). Assume that
both types of transactions take place simultaneously, and
the only constraint is that at 12:01 A.M. Boris must have a
nonnegative number of francs and dollars.
a Formulate an LP that enables Boris to maximize
the number of dollars he has after all transactions are
completed.
b Graphically solve the LP and comment on the
answer.
Transcribed Image Text:Group B 10 Money manager Boris Milkem deals with French currency (the franc) and American currency (the dollar). At 12 midnight, he can buy francs by paying .25 dollars per franc and dollars by paying 3 francs per dollar. Let x, = number of dollars bought (by paying francs) and x2 = number of francs bought (by paying dollars). Assume that both types of transactions take place simultaneously, and the only constraint is that at 12:01 A.M. Boris must have a nonnegative number of francs and dollars. a Formulate an LP that enables Boris to maximize the number of dollars he has after all transactions are completed. b Graphically solve the LP and comment on the answer.
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