1984 AIME Problems/Problem 4

Problem

Let $\displaystyle S$ be a list of positive integers - not necessarily distinct - in which the number $\displaystyle 68$ appears. The arithmetic mean of the numbers in $\displaystyle S$ is $\displaystyle 56$ . However, if $\displaystyle 68$ is removed, the arithmetic mean of the numbers is $\displaystyle 55$ . What's the largest number that can appear in $\displaystyle S$ ?

Solution

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1984 AIME Problems/Problem 4

Problem

Solution

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