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Re: Four elves were working on the bicycle assembly line at North Pole Cen [#permalink]
amtanker wrote:
why isn't the answer E? How do we know that the work output of each elf is an integer number of bicycles? What if their individual rates produce fractional work outputs?



Even if?
Can there be 4 different positive fractions that add up to 8 and none of the fractions is up to 3 in value?

Well you can do the stress and find out and tell us.
I'm a learner.
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Re: Four elves were working on the bicycle assembly line at North Pole Cen [#permalink]
Bunuel wrote:
Four elves were working on the bicycle assembly line at North Pole Central yesterday. Did one of the elves build at least three bicycles yesterday?

(1) Together they built 8 bicycles yesterday on the assembly line.
(2) No two elves built the same number of bicycles.



1- Since their individual working rates and timings are not given, we can’t actually know who built how many? There could be a case where they all built 0 or they all built 4.

2- no two have built same no. of bicycle.
Lets take a case- 0,1,2,3. Since 0 can’t appear twice. This has be the case for minimum no. Of bikes built. You take any case it will always be for an individual making more than 3 bikes.
B is the answer.
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Re: Four elves were working on the bicycle assembly line at North Pole Cen [#permalink]
Hello from the GMAT Club BumpBot!

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Re: Four elves were working on the bicycle assembly line at North Pole Cen [#permalink]
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