8 The Hatfields, Montagues, McCoys, and Capulets are going on their annual family picnic. Four cars are available to transport the families to the picnic. The cars can carry the following number of people: car 1, four; car 2, three; car 3, three; and car 4, four. There are four people in each family, and no car can carry more than two people from any one family. Formulate the problem of transporting the maximum possible number of people to the picnic as a maximum-flow problem.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
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8 The Hatfields, Montagues, McCoys, and Capulets are
going on their annual family picnic. Four cars are available
to transport the families to the picnic. The cars can carry the
following number of people: car 1, four; car 2, three; car 3,
three; and car 4, four. There are four people in each family,
and no car can carry more than two people from any one
family. Formulate the problem of transporting the maximum
possible number of people to the picnic as a maximum-flow
problem.
Transcribed Image Text:8 The Hatfields, Montagues, McCoys, and Capulets are going on their annual family picnic. Four cars are available to transport the families to the picnic. The cars can carry the following number of people: car 1, four; car 2, three; car 3, three; and car 4, four. There are four people in each family, and no car can carry more than two people from any one family. Formulate the problem of transporting the maximum possible number of people to the picnic as a maximum-flow problem.
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