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What is the largest possible integer that can be chosen as one of five distinct positive integers whose average is 10?
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What is the largest possible integer that can be chosen as one of five distinct positive integers whose average is 10?
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What is the largest possible integer that can be chosen as one of five distinct positive integers whose average is 10?
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Ten positive integers (not necessarily distinct) are arranged in a circle. An integer is colored red if it is equal to the
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It can be shown that for any positive integer n, the infinitely nested radical expression
(n+(n+(n+....)^1/2)^1/2)^1/2 equals a
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