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PROBLEM SOLVINGA measuring wheel is used to calculate the length of a path. The diameter of the wheel is 8 inches. The wheel makes 87 complete revolutions along the length of the path. To the nearest foot, how long is the path? (See Example 3.)
182 $\mathrm{ft}$
Geometry
Chapter 11
Circumference, Area, and Volume
Section 1
Circumference and Arc Length
Area and Perimeter
Surface Area
Volume
Circles
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Let's first find the circumference of the wheel so we know circumference is equal to pi times diameter. The day matters eat, so the circumference is equal to eight pi. And then it says that it takes 87 complete revolutions of the wheel to follow the length of this path, so each circum. If each revolution of the wheel is once your conference or a pie, we can take that amount and multiply it times 87 we get about 2100 86 0.31 inches. So the length of the path you know, there's foot if we divide this by 12 since this is the inches is about 182 feet.
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