In how many ways can 5 red, 3 yellow and 4 green discs be arranged in a row if the discs of the same colour are indistinguishable?
Total number of discs= 5 Red + 3 Yellow+ 4 green
n = 12
Since colours are repeating so we use the formula
.
Here p1=5 , p2=3, p3= 4
Total ways![]()
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= 12× 11× 10× 7× 3
= 27720 ways
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