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almighty1
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nakib77
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almighty1
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nakib, which formula did u use for that solution?
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cool_jonny009
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nakib77,

Figured out that the group will be
be 1 person group, , 1 person group, 4 person group

or 2 person group, 2 person group, 2 person group

or 1 person group, 2 person group, 3 person group


then the total no of ways i was calculating by using following equation
6c1*6c1*6c4+6c2*6c2*6c2+6c1*6c2*6c3


what i am doing wrong here ............ :roll:

nakib77
there are 3 possible senario

there can be 1 person group, , 1 person group, 4 person group

or 2 person group, 2 person group, 2 person group

or 1 person group, 2 person group, 3 person group



So possible combination of tems

are : 6!/ 1!*1!*4 =30

or 6!/2!*2!*2 = 90

or 6!/1!*2!*3 = 60


So B is the answer
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rianah100
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Answers don't make sense to me ( I could be on the wrong track here):
There are 8 ways to set up groups:
1,1,4
1,4,1
2,2,2
2,3,1
2,1,3
3,1,2
3,2,1
4,1,1

So start doing cominations and I am getting > 90



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