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If the average (arithmetic mean) of three consecutive integers is \(2\) more than the average of \(18, 27,\) and \(30,\)

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If the average (arithmetic mean) of three consecutive integers is \(2\) more than the average of \(18, 27,\) and \(30,\)

by AAPL » Tue Jul 08, 2025 11:01 am

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If the average (arithmetic mean) of three consecutive ìntegers is \(2\) more than the average of \(18, 27,\) and \(30,\) what is the greatest of the three consecutive integers?

A. \(26\)
B. \(27\)
C. \(28\)
D. \(30\)
E. \(75\)

OA C
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