Question

The area of the largest square that can be cut out of a circle of radius 18cm is
(A) 576 cm
(B) 624 cm
(C) 648 cm
(D) 598 cm.
Please explain the whole question.
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Answer 1

Step-by-step explanation:

diagonal of square = Diameter of circle

diagonal of square = Diameter of circle Side of square * root2 = 20

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2Area of square = (10 root2)^2

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2Area of square = (10 root2)^2 = 100*2

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2Area of square = (10 root2)^2 = 100*2= 200 cm^2

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2Area of square = (10 root2)^2 = 100*2= 200 cm^2 Hope it will help you

diagonal of square = Diameter of circle Side of square * root2 = 20Side of square = 10 root 2Area of square = (10 root2)^2 = 100*2= 200 cm^2 Hope it will help you Please mark as brainliest if you liked the solution