What is the area of the largest circle that can be drawn inside a square of side 28 cm?
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Answer 616 cm^2 Hint : side of square = diameter of max circle that can be drawn inside a square, therefore radius =1/2 of diameter. => radius = 1/2*28 i.e radius = 14 cm => area = pi r*r => area = 616 cm^2
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✨ Heya Friend! Here is your answer ✨
⭐Since the largest circle drawn inside asquare of side 28cm.
⭐ Therefore, Side of square = Diameter of the circle.
⭐ Radius will be it's half then
Radius= 28/2
= 14cm
⭐ Area of circle = πr^2
⭐ = 22/7 * 14*14
= 616 cm^2
⭐Hence, area is = 616cm^2
⭐ Hope it helped you friend ⭐
⭐Since the largest circle drawn inside asquare of side 28cm.
⭐ Therefore, Side of square = Diameter of the circle.
⭐ Radius will be it's half then
Radius= 28/2
= 14cm
⭐ Area of circle = πr^2
⭐ = 22/7 * 14*14
= 616 cm^2
⭐Hence, area is = 616cm^2
⭐ Hope it helped you friend ⭐
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