A certain dodgeball court is a circle with a square perfectly inscribed inside it. The square represents the playing field, while the rest of the circle represents four rest areas for players. If the square has an area of 16, what is the area of the four rest areas combined?
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Bunuel wrote: A certain dodgeball court is a circle with a square perfectly inscribed inside it. The square represents the playing field, while the rest of the circle represents four rest areas for players. If the square has an area of 16, what is the area of the four rest areas combined? So, required area=8 -16.
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Step-by-step explanation:
Bunuel wrote: A certain dodgeball court is a circle with a square perfectly inscribed inside it. The square represents the playing field, while the rest of the circle represents four rest areas for players. If the square has an area of 16, what is the area of the four rest areas combined? So, required area=8 -16.
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