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Help pls i need help hurry plssss-example-1
User Okutane
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1 Answer

4 votes
  • Answer:


\Large{\boxed{\sf r = 10.2 \: m \: \: (Rounded \: to \: the \: nearest \: tenth.) }}


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  • Step-by-step explanation:

To find the radius of the circle, we will use the given formula:


\Large{\sf r = \left( (A)/(4 \pi ) \right)^{(1)/(2)} }

Where:

  • r is the radius of the circle.
  • A is its surface area.


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\Large{\boxed{\sf Given \text{:} } \begin{cases} \sf A &=\sf 1493 \: m^3 \\ \sf \pi &=\sf 3.14 \: (Approximately) \end{cases} }


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Substitute these values into our formula:


\sf r = \left( (1493 \: m^3)/(4 * 3.14) \right)^{(1)/(2) } = \sqrt{ (1493 \: m^3 )/(12.56) } \approx 10.90272 \: m


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Rounding our answer to the nearest tenth, we get:


\boxed{\boxed{\sf r = 10.9 \: m }}

User Pratik Garg
by
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