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The radius, r, of the inscribed circle is 3 meters. What is the area of the square? A) 6 sq. meters B) 9 sq. meters C) 12 sq. meters D) 36 sq. meters
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The radius, r, of the inscribed circle is 3 meters. What is the area of the square? A) 6 sq. meters B) 9 sq. meters C) 12 sq. meters D) 36 sq. meters
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Jul 20, 2019
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The radius, r, of the inscribed circle is 3 meters. What is the area of the square? A) 6 sq. meters B) 9 sq. meters C) 12 sq. meters D) 36 sq. meters
Mathematics
middle-school
Tyquan
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Answer:
thanks it's D) 36 sq meters
Explanation:
thank you for your help.
Jasper Manickaraj
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Jul 22, 2019
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The diameter of the circle is equal to one side length of the square so if the radius is 3 m the diameter is 6 m and the side length of the square is 9 m you then multiply the side lengths of the square since the size of the lengths are the same size getting 6 m x 6 m which is 36 meters squared.
D. 36 meters squared
Prady
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Jul 23, 2019
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