what will be the area of largest square that can be cut out of a circle of radius 10 centimetre
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diagonal of square = Diameter of circle
Side of square * root2 = 20
Side of square = 10 root 2
Area of square = (10 root2)^2
= 100*2
= 200 cm^2
Hope it will help you
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Side of square * root2 = 20
Side of square = 10 root 2
Area of square = (10 root2)^2
= 100*2
= 200 cm^2
Hope it will help you
Please mark as brainliest if you liked the solution
gaurav2013c:
Diameter of circle = 10 cn
answer is 5 centimetre
radius of circle = 5 cm
Diameter = 10 cm so radius = 5 cm
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What
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please you send me answer
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where
Answered by
10
The area of the largest square cut out from a circle of radius 10 cm is 50 sq. cm.
- The diagonals of the square shown in the figure are the diameters of the circle .
- In the given figure, the circle has a center at O and AC and BD are the diameters of the circle.
- We have to find the area of the square so formed.
- Formula to find the area of square in terms of diagonal are = d²/2
Area of square = 10² / 2 = 50 sq cm.
- Area of the square so obtained is 50 sq cm.
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