Did one of the three members of a certain team sell at least 2 raffle tickets yesterday?
(1) the 3 members sold a total of 6 raffle tickets yesterday
(2) No 2 of the members sold the same number of raffle tickets yesterday
Got this in gmatprep. I am the only one who interpreted this problem as only one of the 3 members got at least 2?
The correct interpretation is did at least one get at least 2. I don't see how you can pick one over the other in this case. I did literal interpretation.
Am I wrong?
stupid question
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Answer should be D
From (1) We could have any possibility such as (0,0,6)(1,1,4) or (2,2,2). But atleast one of the 3 should definitely sell a min of 2 tickets. Sufficient
From (2) diff number could be (0,1,5)(1,2,3) (0,2,4). Again one of them surely has to sell atleast 2.
And I think you did interpret the question correctly because it asks if one of the 3 sells and not all 3 sell 2 tickets
From (1) We could have any possibility such as (0,0,6)(1,1,4) or (2,2,2). But atleast one of the 3 should definitely sell a min of 2 tickets. Sufficient
From (2) diff number could be (0,1,5)(1,2,3) (0,2,4). Again one of them surely has to sell atleast 2.
And I think you did interpret the question correctly because it asks if one of the 3 sells and not all 3 sell 2 tickets
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From your example, 0,0,6 => has 1 person higher than 2, 1,1,4=> has 1 person higher than 2, but 2,2,2 => has 3 people higher than 2.
So just from those examples there are two possibilities, 1 person higher than 2 and 3 people higher than 2. The question asks, Do one of them have higher than 2? No right? cuz as you demonstrated thats there are at least 2 possibilities.
So just from those examples there are two possibilities, 1 person higher than 2 and 3 people higher than 2. The question asks, Do one of them have higher than 2? No right? cuz as you demonstrated thats there are at least 2 possibilities.
shankar.ashwin wrote:Answer should be D
From (1) We could have any possibility such as (0,0,6)(1,1,4) or (2,2,2). But atleast one of the 3 should definitely sell a min of 2 tickets. Sufficient
From (2) diff number could be (0,1,5)(1,2,3) (0,2,4). Again one of them surely has to sell atleast 2.
And I think you did interpret the question correctly because it asks if one of the 3 sells and not all 3 sell 2 tickets
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Ah! like that... No you read the question wrong I guess...
It asks if any of them sell atleast 2 ( not the number as such). They would rephrase the question as "How many of the 3 sold atleast 2 tickets'?
It asks if any of them sell atleast 2 ( not the number as such). They would rephrase the question as "How many of the 3 sold atleast 2 tickets'?
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yeah thats my question. i was wrong cuz the answer suggest otherwise but can u really say that my interpretation is wrong?
shankar.ashwin wrote:Ah! like that... No you read the question wrong I guess...
It asks if any of them sell atleast 2 ( not the number as such). They would rephrase the question as "How many of the 3 sold atleast 2 tickets'?
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As I said, you misinterpreted the question. For your solution, they would typically frame the question like 'How many' and not just 'Did one of the the three'. I dont think its ambiguous to be misinterpreted. You just need to figure out what they ask, and as for any GMAT word problem, be careful you understand the question correctly, I would spend a little more time to check if they really asked for what I found after solving.
Practice a few word problems and you should be fine.
Practice a few word problems and you should be fine.
tttrn333 wrote:yeah thats my question. i was wrong cuz the answer suggest otherwise but can u really say that my interpretation is wrong?
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The prompt asks whether 1 of the 3 members sold at least 2 tickets. At least 2 tickets implies 2 or more. Atmost 2 tickets would imply less than 2 tickets
Statement 1
We can have 2,2,2 or 1,2,3 or 0,0,6. In all cases one or more members have sold 2 or more tickets. Sufficient
Statement 2
Let's try out the worst case scenario. Since we are not told how many tickets were sold.
0,1,2, as each member sold a different number of tickets. We can see that one member has sold 2 tickets. Sufficient
Statement 1
We can have 2,2,2 or 1,2,3 or 0,0,6. In all cases one or more members have sold 2 or more tickets. Sufficient
Statement 2
Let's try out the worst case scenario. Since we are not told how many tickets were sold.
0,1,2, as each member sold a different number of tickets. We can see that one member has sold 2 tickets. Sufficient
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It just says one - it does not specify only or at least so you need to see if one sold the tickts - however, if one sold the tickets it does not limit others from doing so as well - if one did then it is possible for two to sell the same number of tickets. So the proper interpretation would be 1 or more (which can be restated as "at least"). If the test wanted to ask a question about only one it would have to use the word only - Only will never be ambiguous.
Becky
Master GMAT Instructor
The Princeton Review
Irvine, CA
Master GMAT Instructor
The Princeton Review
Irvine, CA