If \(N = 255\) is the lowest of a set of \(23\) consecutive multiples of \(15,\) what is the range of this set?

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VJesus12: Legendary Member; Posts: 2276; Joined: Sat Oct 14, 2017 6:10 am; Followed by:3 members

If \(N = 255\) is the lowest of a set of \(23\) consecutive multiples of \(15,\) what is the range of this set?

by VJesus12 » Wed Jan 12, 2022 10:25 am

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If \(N = 255\) is the lowest of a set of \(23\) consecutive multiples of \(15,\) what is the range of this set?

(A) 315
(B) 330
(C) 345
(D) 360
(E) 375

Answer: B

Source: Magoosh

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Source: Beat The GMAT — Problem Solving | Wed Jan 12, 2022 10:25 am

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If \(N = 255\) is the lowest of a set of \(23\) consecutive multiples of \(15,\) what is the range of this set?

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If \(N = 255\) is the lowest of a set of \(23\) consecutive multiples of \(15,\) what is the range of this set?

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