PROBLEM 20 – 0496: bank of all its $100 bills. Four thieves have just robbed a They decide to hide out for the night in an old man's cabin. While the other three are asleep, one of them wakes up and decides to be greedy by dividing the money into four equal piles, hiding one pile for himself and leaving one $100 bill for the old man. Then he recombines the 3 remaining piles and goes back to sleep. Well, it seems that each of the other three thieves has a similar idea. In separate turns, each awakens, divides the remaining money into 4 equal piles, takes a pile for himself, and slips a left over bill to the old man. When they awaken in the morning, they again divide the considerably smaller pile into four equal piles, with a single bill left over for the old man. Write a FORTRAN program to determine the minimum number of bills in the original pile.

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
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PROBLEM 20 - 0496:
bank of all its $100 bills.
Four thieves have just robbed a
|
They decide to hide out for the
night in an old man's cabin.
While the other three are asleep,
one of them wakes up and
decides to be greedy by dividing
the money into four equal
piles, hiding one pile for himself
and leaving one $100 bill for
the old man. Then he recombines
the 3 remaining piles and
goes back to sleep.
Well, it seems that each of the
other three thieves has a
similar idea. In separate turns,
each awakens, divides the
remaining money into 4 equal
piles, takes a pile for himself,
and slips a left over bill to the old
man.
When they awaken in the morning,
they again divide the
considerably smaller pile into four
equal piles, with a single
bill left over for the old man.
Write a FORTRAN program to
determine the minimum
number of bills in the original pile.
Transcribed Image Text:PROBLEM 20 - 0496: bank of all its $100 bills. Four thieves have just robbed a | They decide to hide out for the night in an old man's cabin. While the other three are asleep, one of them wakes up and decides to be greedy by dividing the money into four equal piles, hiding one pile for himself and leaving one $100 bill for the old man. Then he recombines the 3 remaining piles and goes back to sleep. Well, it seems that each of the other three thieves has a similar idea. In separate turns, each awakens, divides the remaining money into 4 equal piles, takes a pile for himself, and slips a left over bill to the old man. When they awaken in the morning, they again divide the considerably smaller pile into four equal piles, with a single bill left over for the old man. Write a FORTRAN program to determine the minimum number of bills in the original pile.
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