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At a business school conference with 100 attendees, are ther [#permalink]
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22 Nov 2011, 16:34
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At a business school conference with 100 attendees, are there any students of the same age (rounded to the nearest year) who attend the same school? (1) The range of ages of the participants is 22 to 30, inclusive (2) Participants represent 10 business schools. For me its clearcut A. Can someone please let me know if you think it not correct? OA is not provided unfortunately.
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Last edited by Bunuel on 12 Aug 2014, 07:30, edited 1 time in total.
Renamed the topic, edited the question and added the OA.



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Re: At a business school conference with 100 attendees, are ther [#permalink]
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23 Nov 2011, 00:22
enigma123 wrote: At a business school conference with 100 attendees, are there any students of the same age (rounded to the nearest year) who attend the same school? (1) The range of ages of the participants is 22 to 30, inclusive (2) Participants represent 10 business schools. For me its clearcut A. Can someone please let me know if you think it not correct? OA is not provided unfortunately. I believe the answer should be C. S1: Only the range of age is given. But there may be 100 different or only 1/2 colleges. In that case the answer in insufficient. S1: Only #of B schools are given.We don't have the range of age. Insufficient S1+S2 = we have all the data. Sufficient. hence IMO D.



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Re: At a business school conference with 100 attendees, are ther [#permalink]
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23 Nov 2011, 03:05
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enigma123 wrote: At a business school conference with 100 attendees, are there any students of the same age (rounded to the nearest year) who attend the same school? (1) The range of ages of the participants is 22 to 30, inclusive (2) Participants represent 10 business schools. For me its clearcut A. Can someone please let me know if you think it not correct? OA is not provided unfortunately. It's not A, because you don't know how many schools are represented. It might be that each of the 100 students if from a different school, in which case the answer is 'no', or they may all be from the same school, in which case the answer is 'yes'. Similarly Statement 2 is not sufficient, because we don't know how many ages are represented. Using both Statements, we know that there are only 10 schools at the conference, and only 9 different ages (from 22 to 30 inclusive). Certainly it's possible that there are two, say, 28 yearolds from the same school, so the answer can be 'yes'. Can the answer be 'no'? Then we'd need every person of the same age to attend a different school. That means we could have at most ten 22 year olds, at most ten 23 year olds, and so on, and so at most 9*10 = 90 people. But we have 100 people, so it's impossible that the answer is 'no', and there must be at least two people of the same age at the same school, and the answer is C.
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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23 Nov 2011, 08:31
imo C.
Stmt 1 does not tell you how many schools there are. So all though you have a range of 9 years for 100 attendees, there could be 100 schools.
Stmt 2 is not enough for the same reason. We know that there are 10 schools but the age range could be anything.
Stmt 1 & 2: suff



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Re: At a business school conference with 100 attendees, are ther [#permalink]
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09 Aug 2014, 10:41
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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22 Aug 2014, 02:37
very hard. at one school, the maximum student diferent at age is 9 (there are 9 ages). we have 10 schools,so, the number of students with different ages at different schools is 90 some school must have more than 9 students. those schools must contain student at the same age
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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07 Dec 2014, 22:43
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enigma123 wrote: At a business school conference with 100 attendees, are there any students of the same age (rounded to the nearest year) who attend the same school? (1) The range of ages of the participants is 22 to 30, inclusive (2) Participants represent 10 business schools. For me its clearcut A. Can someone please let me know if you think it not correct? OA is not provided unfortunately. Responding to a pm: Here is how you can think: (1) The range of ages of the participants is 22 to 30, inclusive There could be 100 schools represented by 100 students so no two students will have the same ageschool combination. All students could be from the same school so there would be multiple same ageschool combinations. Not sufficient. (2) Participants represent 10 business schools. The age of the students could range from 20 to 80 so we may or may not have the same ageschool combinations. Not sufficient. Now let's consider both statements: Ages are 22, 23 ...30  9 different figures Schools are A, B, C,..., J  10 different schools How many unique age school combinations can we make? A22, A23, ... A30, B22, B23, ..., J22, J23, ...J30 A total of 9*10 = 90 combinations. So we can have 90 unique ageschool combinations for 90 students. Now what about the remaining 10? They must also have age between 22 to 30 and must represent schools A to J. So say for the 91st student, we pick age 25 and school C. But note that we already have a student C25 since we accounted for all combinations in our 90 combinations. So the rest of the 10 students will need to repeat the ageschool combination. Hence there must be students (at least 10) who have the same age and represent the same school. Answer (C)
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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23 Aug 2015, 08:14
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Statement 1: Not sufficient It doesn't mention the number of schools which had their students participate in the conference. Statement 2: Not sufficient We don't know the range of the age of the students attending the conference. There can be only one student from the participating colleges or 100 students from the same college. Together: Sufficient Range: 2230 = 9 age group Number of participating schools: 10 Total number of students attending the conference: 100 Min number of students from each age group: 9*10 = 90 Therefore, there has to be at least one repeatation (actually 10 repeatation) in the age group. Note: Statement 1 can be mistaken to be the answer if we don't read the last few words of the question ("who attend the same school"). Happened with me :D Regards Pratik
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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14 Jun 2016, 03:40
hard one. look at both 1 and 2. there are at least 10 student in one business school there are at most 9 ages. so if 10 student are different most, at least 2 student have the same age. C
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Re: At a business school conference with 100 attendees, are ther [#permalink]
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03 Apr 2017, 06:41
(rounded to the nearest year) what is the importance of this part in the question? I thought like 21 years 6 months would become 22 years... so we have range from 21 years to 30 years



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Re: At a business school conference with 100 attendees, are ther [#permalink]
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05 Apr 2017, 02:35
r19 wrote: (rounded to the nearest year) what is the importance of this part in the question? I thought like 21 years 6 months would become 22 years... so we have range from 21 years to 30 years You are given that range of ages is 22 to 30. So you do not have a 21 year (after rounding) old. So there is no one whose age is 21 years and 3 months or 20 years and 8 months etc. You might have a 21 year 7 months old (something that will get rounded to 22 years).
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