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November 27th, 2008, 12:51 AM
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DS inequalities positive negative integers
Form: Ask a Question
Posted by: dauntless18
If y > 0, is y greater than x ?
(1) 3x = 2y
(2) x + y = 5
A
B
C
D
E 
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November 27th, 2008, 02:06 AM
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Ans is C.
From 2, we get:
y = 5-x, if we plug this into 3/2x = y (from 1), we get (5/3)x = 10/3 --> 5x = 10 --> x=2.
Since x=2, we can use (3/2)x = y, and y=3.
Therefore y>x. C is sufficient.
It cannot be (2) alone because y could be 7 and x could be -2, OR y could be 2 and x could be 3.
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November 27th, 2008, 04:35 AM
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IMO A.
the initial statement says that y > 0
A says that 3x=2y , so y has to be greater than x
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The Following User Says Thank You to supratimsaha For This Useful Post:
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November 27th, 2008, 08:30 AM
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supra, you are right. Hehe, I created a small grid of values...but used y=-1.5 and x=-1...in which case x>y..forgot to NOT use that case because we are told that y>0. Doh! Hate it when that happens.
Nice job!
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November 28th, 2008, 09:24 AM
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Agree A ...
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January 7th, 2009, 10:02 PM
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imo a ,
3x=2y Assume y=1/2 , so for the equation to be true x=1/3 , y > x
x+y= 5 Assume y=4 x= 1 . y>x but vice versa also possible y=1x=4 y< x , so cant be used
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