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If the circumference of a certain circle of radius r is greater than the area of the enclosed circular region then (A) r > 2 (B) r < 1/squareroot(2) (C) r < 1 (D) r <…

If the circumference of a certain circle of radius r is greater than the area of the enclosed circular region then (A) r > 2 (B) r < 1/squareroot(2) (C) r < 1 (D) r <…
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If the circumference of a certain circle of radius r is greater than the area of the enclosed circular region then

(A) r > 2 (B) r < 1/squareroot(2) (C) r < 1 (D) r < 2 (E) No such circle exists

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User Sam Kelham
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7.7k points

1 Answer

5 votes
your answer is E because that isn't possible.
answered
User MarwinXXII
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7.7k points
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