Answer to Question #299247 in Geometry for Philly

Question #299247

The area of a circle is calculated as πr squared. A square sheet of metal has sides 2p. The circle fits perfectly into the square : The area between the square and the circle is?


1
Expert's answer
2022-02-21T16:21:16-0500

As the circle fits perfectly the square with side 2p, the radius of the circle should be equal p.

Therefore the area of the circle is πp2\pi p^2 . The area of the square is (2p)2=4p2(2 p)^2 = 4 p^2


So the area between the square and the circle is (4π)p2(4 - \pi) p^2



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