Candy

How many ways can divide 10 identical candies to 5 children?

Correct result:

x =  2002

Solution:

C5(14)=(145)=14!5!(145)!=141312111054321=2002 n=10 k=5  x=(n+k1k)=(10+515)=2002



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Showing 5 comments:
#
Math student
This should be 2002 not 1001

#
Zak
yes, combinations with repetition

#
Math student
Isn't it 14 choose 9..?
And I also think it's group distribution theory and not combinations precisely as n<r.

#
Math student
Which is 1001.

#
Math student
14C9 is 2002.

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