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  1. At a certain mathematical conference, every pair of mathematicians are either friends or strangers. At mealtime, every participant eats in one of two large dining rooms. Each mathematician insists upon eating in a room which contains an even number of his or her friends. Prove that the number of ways that the mathematicians may be split between the two rooms is a power of two.
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  2. not describable by other words, because if you just used an adjetive technically you DESCRIBED it, so......???? go look up 'indescribable' in the dictionary. it says adjective: not able to be described. look up adjective: a word that describes"
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