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Suppose n is a positive integer such that the smallest whole
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23 Jun 2021, 05:46
23 Jun 2021, 05:46
Expert Reply
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Question Stats:
38% (01:19) correct
61% (01:25) wrong based on 13 sessions
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Suppose n is a positive integer such that the smallest whole number that is greater than or equal to \(\frac{n}{33}\) is 1 or 2. Which are possible values for the integer n ?
Indicate all such integers.
(A) 15
(B) 24
(C) 50
(D) 66
(E) 70
Indicate all such integers.
(A) 15
(B) 24
(C) 50
(D) 66
(E) 70
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Official Answer
A,B,C,D
Suppose n is a positive integer such that the smallest whole
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25 Jun 2021, 09:26
25 Jun 2021, 09:26
2
Solution:
Here we know \(\frac{n}{33}\) is less than or equal to 1 or 2
lets say \(\frac{n}{33}\)=1
n=33
or the largest value \(\frac{n}{33}\)=2
n=66.
Thus, any value less than on equal to 66 will work(2*33)
In the above option 15, 24, 50 & 66 will work.
IMO A, B, C & D
Here we know \(\frac{n}{33}\) is less than or equal to 1 or 2
lets say \(\frac{n}{33}\)=1
n=33
or the largest value \(\frac{n}{33}\)=2
n=66.
Thus, any value less than on equal to 66 will work(2*33)
In the above option 15, 24, 50 & 66 will work.
IMO A, B, C & D
gmatclubot
Suppose n is a positive integer such that the smallest whole [#permalink]
25 Jun 2021, 09:26
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