Math, asked by sheetalral1914, 11 hours ago

Three couples decide to form a comittee of three members the no of different committee that can be formed in which no couple finds a place is

Answers

Answered by nainruby13
1

Answer:

Four couples are as follows:

H

1

W

1

,H

2

W

2

,H

3

W

3

,H

4

W

4

No couple can find a place when only one member of each group is selected.

Hence no. of ways of doing this =(

4

4

)×(

2

1

)×(

2

1

)×(

2

1

)×(

2

1

)=16

Similar questions