How many circles can be in a set of concentric circles?

3

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2

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4

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There is no set number of circles that can be in a set of concentric circles.

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Solution

The correct option is D There is no set number of circles that can be in a set of concentric circles.
Concentric circles are the set of circles who has same center.
We can draw $n$ number of circles using one center only.
Thus, the number of circles is not fixed in the set of concentric circle.
Hence, option D is correct.

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Similar questions

Which of the following sets are finite and which are infinite ?

(i) Set of concentric circles in a plane.

(ii) Set of letter of the English Alphabets.

(iii) { $x ϵ N; x > 5$ }

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