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If 13,333 – n is divisible by 11, and 0<>n is the remainder [#permalink]
 09 May 2012, 07:20
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Hello Everyone Working on remainder I found the following exercise from Veritas If 13,333 – n is divisible by 11, and 0 <> n is the remainder of that problem what is n ? please what is your approach , best regards
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Manager
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Re: If 13,333 – n is divisible by 11, and 0<>n is the remainder [#permalink]
09 May 2012, 07:26
keiraria wrote: Hello Everyone Working on remainder I found the following exercise from Veritas If 13,333 – n is divisible by 11, and 0 <> n is the remainder of that problem what is n ? please what is your approach , best regards The question is not clear...Please give the complete question
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Intern
Joined: 01 Nov 2011
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Re: If 13,333 – n is divisible by 11, and 0<>n is the remainder [#permalink]
09 May 2012, 08:24
13,333 – n is divisible by 11
i.e. when (13,333-n) is divided by 11, the remainder is 0.
The question asked here is what number(n) should be subtracted by 13,333 to make it divisible by 11.
Answer is 1, because 13,332 is divisible by 11.
OA please.
Thanks,
Sid.
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Veritas Prep GMAT Instructor
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Re: If 13,333 – n is divisible by 11, and 0<>n is the remainder [#permalink]
09 May 2012, 09:34
keiraria wrote: Hello Everyone Working on remainder I found the following exercise from Veritas If 13,333 – n is divisible by 11, and 0 <> n is the remainder of that problem what is n ? please what is your approach , best regards When you put up a question, please ensure it is exactly as given in the book. Otherwise it is very hard to figure out the intent of the author.
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Re: If 13,333 – n is divisible by 11, and 0<>n is the remainder
[#permalink]
09 May 2012, 09:34
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