in how many differnt ways
can 3 red balls 2 blue balls and 4 yellow balls can be arranged that no same color balls come togather
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First arrange 4 yellow balls can arranged in 1 way.
In between, beginning and ending there are 5 places.
Arrange 3 red and 2 ball in those places in 5!/3!*2!=10 ways
Therefore total number of arrangements =1*10=10
In between, beginning and ending there are 5 places.
Arrange 3 red and 2 ball in those places in 5!/3!*2!=10 ways
Therefore total number of arrangements =1*10=10
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