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In a sequence of \(N\) consecutive integers, are there exactly two multiples of \(8?\)

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In a sequence of \(N\) consecutive integers, are there exactly two multiples of \(8?\)

by Vincen » Sat Dec 05, 2020 4:32 am

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In a sequence of \(N\) consecutive integers, are there exactly two multiples of \(8?\)

(1) \(N = 18.\)
(2) The first integer in the sequence is not a multiple of \(8.\)

Answer: E

Source: EMPOWERgma
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