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In how many ways can 3 oaks, 4 pines and 2 maples be arranged along a property line if one does not distinguish between trees of the same kind
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Total of 3+4+2=9 trees. For 9 different trees, there are 9! ways to plant them. If 3 of them are indistinguishable, then there are 9!/3! ways. If another 5 of them are indistinguishable, then there are 9!/(5!3!) ways, and so on.
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