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Old MacDonald has 5 chickens, 4 donkeys, and 7 emus. How many ways can he pair up the animals so that every pair consists of animals of different species? (The order of the animals within each pair does not matter, and the order among the pairs does not matter. Assume that all animals are distinguishable.)

 

It is not 83, I have tried, did not work

 Mar 8, 2020
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Old MacDonald can pair the animals is 2*7*6 = 84 ways.

 Mar 9, 2020

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