find the area of circle inscribed in a square of side 35cm
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Given , side of square = 35 cm
since,the circle is inscribed in a square and as we know that length of each sides of sqaure are equal .
so then ,diameter of circle will be equal to side of square .
since we know that,diameter of circle
= 2 r
diameter of circle = side of square
2r = 35 => r = 17.5 cm
Find the area of circle :
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area of circle = πr^2
=( 22 / 7 ) × ( 17.5 )^2
= 22 × 306.25 / 7
= 22 × 43.75 = 962.5 cm^2
therefore , area of circle = 962.5 cm^2
Answer : area = 962.5 cm^2
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since,the circle is inscribed in a square and as we know that length of each sides of sqaure are equal .
so then ,diameter of circle will be equal to side of square .
since we know that,diameter of circle
= 2 r
diameter of circle = side of square
2r = 35 => r = 17.5 cm
Find the area of circle :
-------------------------------
area of circle = πr^2
=( 22 / 7 ) × ( 17.5 )^2
= 22 × 306.25 / 7
= 22 × 43.75 = 962.5 cm^2
therefore , area of circle = 962.5 cm^2
Answer : area = 962.5 cm^2
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