Set of all concentric circles in a plane is a:

Null set

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Finite set

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Singleton set

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Infinite set

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Solution

The correct option is D Infinite set
We can draw infinite concentric circles. So the set of all concentric circles in a plane is an infinite set.

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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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