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Priti
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You mean 'ratio' , not 'ration' ?

if os, agree with A

18 and 15 are the number of circles traveled.
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It looks like A,
but what if car F begun racing before car S even started?
There is nothing told, whether the both cars started the race at th same time.
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Statement 1 not sufficient because the cars could have crossed during

6, 12, 18 or 5, 10, 15

Statement 2 alone obviously not sufficient

I think the answer is E...there are two possible ratios, 6/5 and 5/4...
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Priti
OA is A


Can you post the OE (Official Explanation) please? The answer does not clarify my doubts.
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No I don't think A is right either.
I think it is E.
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ranga41
Statement 1 not sufficient because the cars could have crossed during

6, 12, 18 or 5, 11, 17

Statement 2 alone obviously not sufficient

I think the answer is E...there are two possible ratios, 6/5 and 5/4...

if they both started traveling at the same time, the gaps between #of lapses shouldn't differ.
I think in your case it should be 5, 10, 15.

In any case, if OA is A, then we should assume that F passed S exactly at the end of 18 and at beginning of 19th lap.
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You can't assume the OA to solve a problem.

This is a badly worded problem.
I can't believe it would actually be set in a GMAT test.
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Priti
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This Q is from a sample paper based practice Qs I had, so there is no OE, but the answer was given as A.
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Who wrote the sample questions ?
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ranga41
Statement 1 not sufficient because the cars could have crossed during

6, 12, 18 or 5, 11, 17

Statement 2 alone obviously not sufficient

I think the answer is E...there are two possible ratios, 6/5 and 5/4...
if they both started traveling at the same time, the gaps between #of lapses shouldn't differ.
I think in your case it should be 5, 10, 15.

In any case, if OA is A, then we should assume that F passed S exactly at the end of 18 and at beginning of 19th lap.


My bad thanks for noticing, i changed it above...Fortunately the argument still holds good.



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