In how many ways can 6 boys and 4 girls sit around a table in such a way that no two girls sit ...
In how many ways can 6 boys and 4 girls sit around a table in such a way that no two girls sit together?
Answer/Solution
43200
Steps/Work
The 6 boys can be seated around a table in 5! Ways. In between them there are 6 places.
The 4 girls can be placed in the 6 places in 6P4 ways.
Therefore, Required number of ways= 5!* 6P4
=120*360
=43200
ANSWER:A
The 4 girls can be placed in the 6 places in 6P4 ways.
Therefore, Required number of ways= 5!* 6P4
=120*360
=43200
ANSWER:A