The number of ways four boys can be seated around a round table in four chairs of different colours is:

24

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12

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23

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64

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Solution

The correct option is A $24$
Since the chair are of different colours, so you can treat it as linear permutation
So number of ways will be $4! = 24$

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The number of ways four boys can be seated around a round table in four chairs of different colours is:

The correct option is A 24Since the chair are of different colours, so you can treat it as linear permutationSo number of ways will be 4!=24

The correct option is A $24$
Since the chair are of different colours, so you can treat it as linear permutation
So number of ways will be $4! = 24$