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9 FURTHER APPLICATIONS OF INTEGRATION

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GROUP WORK 2, SECTION 9.1<br />

Cable Guy<br />

Billionaire businessman Bill Turner (the president of MacroHard) lives on a small island in the middle of<br />

Lake Wobegone. What follows is a topographical map of the region.<br />

Lake Wobegone<br />

Bill Turner’s<br />

House<br />

Cable Box<br />

10<br />

20<br />

30<br />

40<br />

50<br />

60<br />

50<br />

40<br />

30<br />

20<br />

10<br />

Cable Source<br />

1. As the Cable Guy, your job is to wire up Mr. Turner’s home for cable television. There is a cable box on<br />

the shore, as indicated. The cable will be unwound on the bottom of the lake, from the shore to the island.<br />

Draw a path that will minimize the amount of cable necessary to use. Don’t worry about being 100% sure,<br />

make a guess and go with it.<br />

2. Given that 1 4<br />

inch on this map represents 100 feet, what is the amount of cable needed to connect Mr.<br />

Turner’s house using your path?<br />

491

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