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15 Aug 2019, 00:12
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If the median of a sequence of C consecutive integers is M, and M is a member of the series, what is the smallest member of the series?
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
15 Aug 2019, 08:53
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Bunuel
If the median of a sequence of C consecutive integers is M, and M is a member of the series, what is the smallest member of the series?
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
let C series; 1,2,3 so M = 2 and c; 3
plug in
IMO A: 1
General Discussion
15 Aug 2019, 00:12
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Bookmarks
Bunuel
If the median of a sequence of C consecutive integers is M, and M is a member of the series, what is the smallest member of the series?
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
A. M - (c - 1)/2
B. M - c/2
C. M - c/2 - 1
D. (M - c - 1)/2
E. (M - c)/2
Similar question from OG to practice: https://gmatclub.com/forum/if-q-is-an-o ... 43750.html
