At a table, $5$ boys and $4$ girls are to be seated on a round table. How many ways can this be

Question

At a table, $5$ boys and $4$ girls are to be seated on a round table. How many ways can this be done if there is no restrictions, there is no restrictions and the seats are numbered, $4$ girls must sit together, $3$ particular boys cannot sit together?

Accepted Answer

(i) $40\,320$ (ii) $362\,880$ (iii) $2880$ (iv) $14\,400$

Permutation and Combination - Permutations of Distinct Objects

Permutation and Combination - Permutations of Distinct Objects

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