Find the smallest distinct positive numbers that provide a
Find the smallest distinct positive numbers that provide a counterexample to show the statement is false. The sum of any two different odd numbers is divisible by 4.
The counterexample is
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assume that the weighted coin yields a heads with probability 055 you select one of the two coins at random and flip it
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a bidding firm a is worth 30000 as a stand alone entity a target firm b is worth 10000 as a stand alone entity but
find the smallest distinct positive numbers that provide a counterexample to show the statement is false the sum of any
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