The area of the region bounded externally by a square of side 2a cm and internally by the circle tou...........

Quantitative Aptitude (CDS) Mensuration 2D

The area of the region bounded externally by a square of side 2a cm and internally by the circle touching the four sides of the square is

(4 - $\small \pi$ )a²

( $\small \pi$ - 2 )a²

(8 - $\small \pi$ )a²/2

( $\small \pi$ - 2 )a² / 2

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Explanation:

Side of a square = 2A
Area = 2² = 4 a²
Radius of circle = a
Area of circle = $\small \pi$ a²
Remaining Area = 4a² - $\small \pi$ a² = ( 4 - $\small \pi$ )a²

By: Munesh Kumari

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The area of the region bounded externally by a square of side 2a cm and internally by the circle tou...........

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Explanation:

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