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If the arithmetic mean of \(n\) consecutive odd integers is 20, what is the greatest of the integers?

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If the arithmetic mean of \(n\) consecutive odd integers is 20, what is the greatest of the integers?

by Vincen » Mon Nov 09, 2020 8:13 am

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If the arithmetic mean of \(n\) consecutive odd integers is 20, what is the greatest of the integers?

(1) The range of the \(n\) integers is 18.

(2) The least of the \(n\) integers is 11.

Answer: D

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