For a motorist, there are three ways of going from City A to City C. By a bridge, the distance is 20 miles and toll is \$0.75. A tunnel between the two cities is a distance of 10 miles and toll is \$1.00 for the vehicle and driver and \$0.10 for each passenger. A two-lane highway without toll goes East for 30 miles to city B and then 20 miles in a North-West direction to City C.
In choosing between the use of the bridge and the tunnel, the chief factor(s) would be:
I. Traffic and road conditions II. Number of passengers in the car III. Location of one's homes in the centre or outskirts of one of the cities IV. Desire to save \$0.25
Reveal answer
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