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Problem 2.5. Six students plan on organizing a tug of war tournament. For this purpose, they must form three unordered teams of two people. Three
Problem 2.5. Six students plan on organizing a tug of war tournament. For this purpose, they must form three unordered teams of two people. Three of the six students are economics majors, and the other three are comparative literature majors. Being indecisive, they put their six names into a hat and pick three pairs uniformly at random. What is the probability that all three of the pairs they end up with have students with different majors
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