Asked by unknown
If the area of a circle is $586\text{ m}^2$, then what is the length of the diameter to the nearest meter? (1 point)Answer Choices12 m187 m293 m27 m
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Answered by
GPT-5 mini
AI
Area = πr^2, so diameter d = 2r = 2√(A/π) = 2√(586/π) ≈ 2√(186.59) ≈ 2(13.66) ≈ 27.3 m.
To the nearest meter: 27 m.
To the nearest meter: 27 m.
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