Home
Class 11
MATHS
A person invites a party of 10 friends a...

A person invites a party of 10 friends at dinner and place them so that 4 are on one round table and 6 on the other round table. The number of ways in which he can arrange the guests is

A

`((10)!)/(6!)`

B

`((10)!)/(24)`

C

`((9)!)/(24)`

D

None of these

Text Solution

Verified by Experts

The correct Answer is:
B
Promotional Banner

Similar Questions

Explore conceptually related problems

Thirteen persons take their places at a round table. In how many ways the 13 persons can be arranged ?

10 persons are invited for a party In how many ways can they and the host be seated at a circular table?

From 4 men and 6 ladies a committee of five is to be selected. The number of ways in which the committee can be formed so that men are in majority is

10 persons are invited for a party. In how many ways will two particular persons are seated on either side of the host in a circular table?

There are 20 persons, among whom two are brothers. Find the number of arrangements of the given persons around a round table.

If 20 persons were invited for a party, in how many ways can they and the host be seated at a circular table? In how many of these ways will two particular persons be seated on either side of the host?

In how many ways can 5 men and 4 women be seated at a round table if each woman is to be between two men?