Find the area of the dial if the radius of the world's longest clock is 7.7 units.

the area of the dial is π r r = 186.17;

Answered by crisforp | 2024-06-10

The area of the clock dial, with a given radius of 7.7, can be calculated using the formula for the area of a circle, resulting in a final area of approximately 186.5 square units.
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Answered by Apollo1012 | 2024-06-18

The area of the clock dial with a radius of 7.7 units is approximately 186.5 square units, calculated using the area formula for a circle, A = πr². This involves squaring the radius and then multiplying by π, approximately 3.14. The detailed calculation shows that (7.7)² equals 59.29, leading to the final area.
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Answered by Apollo1012 | 2024-12-24