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SOLVED: There are n balls and m boxes. The boxes are numbered 1, 2, ..., m. In how many ways can the balls be distributed in the boxes assuming: (A) The balls
SOLVED: Recall that mn, or "m multichoose n," is the number of ways to distribute n unlabelled balls into m labelled boxes (with no restrictions on the number of balls in each
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Probability that every box contains at least one ball, when m balls are thrown into n boxes - Mathematics Stack Exchange
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Q.1) 10 balls are placed in 10 boxes independently at random. assuming that all 10
probability - How many ways are there to place $l$ balls in $m$ boxes each of which has $n$ compartments? - Mathematics Stack Exchange
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Q.1) 10 balls are placed in 10 boxes independently at random. assuming that all 10
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If 8 balls are distributed at random among three boxes, what is the probability that the firs
In how many ways can m balls be distributed into n boxes? - Quora
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