1. Do a to e as in Exercise 6 for the missionary and cannibal problem: Three missionaries and three.

1. Do a to e as in Exercise 6 for the missionary and
cannibal problem:

Three missionaries and three cannibals come to the
bank of a river they wish to cross. There is a boat that will hold only two,
and any of the group is able to row. If there are ever more missionaries than
cannibals on any side of the river the cannibals will get converted. Devise a
series of moves to get all the people across the river with no conversions.

2. Use your code to check alternative forms of the
missionary and cannibal problemfor example, when there are four missionaries
and four cannibals and the boat

1. Do a to e as in Exercise 6 for the missionary and
cannibal problem:

Three missionaries and three cannibals come to the
bank of a river they wish to cross. There is a boat that will hold only two,
and any of the group is able to row. If there are ever more missionaries than
cannibals on any side of the river the cannibals will get converted. Devise a
series of moves to get all the people across the river with no conversions.

2. Use your code to check alternative forms of the
missionary and cannibal problemfor example, when there are four missionaries
and four cannibals and the boat holds only two. What if the boat can hold
three? Try to generalize solutions for the whole class of missionary and
cannibal problems.

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