Question

The number of ways 5 boys and 5 girls can be seated at a round table, so no two boys are adjacent is​

Answer 1

Answer:

4!×5!

Step-by-step explanation:

First we fix the alternate position of the girls. Five girls can be seated around the circle in (5−1)!=4! , 5 boys can be seated in five -vacant place by 5!

∴ Required number of ways =4!×5!

Answer 2

Answer:

First of all we fix the alternate position of the girls. Five girls can be seated around the circle in (5−1)!=4! and also 5 boys can be seated in five -vacant place by 5

Therefore Required number of ways =4!×5!

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