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Old 01-13-2008, 05:22 PM   #1 (permalink)
bmwhype
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slopes

If B E and A are not zeros, do lines y=(-A/B)x + C/B and y=(-D/E) + F/E cross?

1. A/B = D/E
2. E/B = D/A
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Old 01-13-2008, 06:06 PM   #2 (permalink)
zuckerman
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Can you look at the second equation and correct it if required, or confirm that it is correct the way you have shown, please?

Thanks.
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Old 01-16-2008, 02:38 AM   #3 (permalink)
siliconfish
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Ans D;

1. A/B = D/E; Slope are equal so lines are parallel;
2. E/B = D/A; => A/B = D/E; => Slope are equal so lines are parallel;
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Old 01-16-2008, 02:37 PM   #4 (permalink)
smittty
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Can you please explain how statement 2 is correct.
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Old 01-17-2008, 06:11 AM   #5 (permalink)
Ratandeep Singh
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E/B=D/A => A/B=D/E by cross-multiplication. Hence, this statement is same as 1. Hence, D is the answer.
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Old 01-25-2008, 12:03 AM   #6 (permalink)
angryMOFO
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Good question.
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Old 01-26-2008, 08:04 AM   #7 (permalink)
chasedream
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Answer should be E

1, A/B = D/E, D can be zero or not zero, but A is a non zero, so A/B is not zero. It means that, the two lines cross

2, is a vary of 1. So D is my choice
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Old 01-31-2008, 05:51 AM   #8 (permalink)
Leonard C
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What if the two lines are exactly the same? Does that meet the definition of "cross"? Because if so, then shouldn't the answer be E eg. lines are different but parallel (do not cross), or lines are exactly the same (they cross).
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Old 01-31-2008, 06:11 PM   #9 (permalink)
pareshpandit
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Quote:
Originally Posted by Leonard C View Post
What if the two lines are exactly the same? Does that meet the definition of "cross"? Because if so, then shouldn't the answer be E eg. lines are different but parallel (do not cross), or lines are exactly the same (they cross).
if the two lines are in fact the same line, then they do not cross...

for one thing, technically speaking, "cross" necessarily implies that the two lines meet at one and only one distinct point, that they have no other point in common...

secondly, even if you call the same line by two names, it still remains that very single line in actuality; now, a line cannot cross 'itself', can it?...
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Old 02-01-2008, 08:27 AM   #10 (permalink)
Leonard C
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Great thanks, I saw a question on another test which asks whether two lines "touch". I said no as I didn't think a line could touch itself but apparently the OA did.

Thanks for clarifying any way. Some GMAT questions are pretty badly written in my opinion.
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