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Suppose you roll three distinguishable fair dice and call the resulting numbers a, b, and c. Define events X= a+b is even, Y= b+c is
Suppose you roll three distinguishable fair dice and call the resulting numbers a, b, and c. Define events X= "a+b is even", "Y= "b+c is even", and Z= "a+c is even". Prove that these three events are pairwise independent but not mutually independent
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