Multiple Control Structures

Ten cannibals begin to eat thirty missionaries. It takes an hour to consume the first missionary. At the end of each hour, if an entire missionary has been consumed, one cannibal steals away into the forest. Each of the remaining cannibals continues to eat at the same rate. However, as there are fewer consumers, fewer missionaries will be consumed in each hour. Fortunately, for the missionaries, help is on the way. Tarzan is coming. However, he is 80 miles away. During the day, Tarzan travels at 7 miles per hour. During the darkness, he reduces his speed to 4 miles per hour. Darkness lasts nine hours. When the cannibals start eating there are only three hours left to darkness. Write a program to calculate and display how many cannibals will be caught and how many missionaries saved. Display your results in the following form:

END OF HOUR MISSIONARIES LEFT CANNIBALS EATING TARZAN DISTANCE

0 30 10 80

1 29 9 73

2 28.1 9 66

3

Items to consider:

· When will the loop end? How many missionaries can be saved?

· Each time through the loop is one hour (day or night?).

· What is the rate of consumption of one cannibal?

Consider that a missionary partly consumed is NOT a missionary saved.