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GMATprep1: -2x>3y, Is x <0?

Expert replies
Source: — Data Sufficiency |

Re: GMATprep1: -2x>3y, Is x <0?

by parallel_chase » Wed Oct 29, 2008 5:16 am
nandansingh wrote:If -2x>3y, is x negative?
1. y>0
2. 2x+5y-20=0

This is very interesting question.

Statement I
y> 0, therefore x<0. Sufficient.

Statement II
2x+5y-20=0
2x+5y = 20

2x+3y + 2y = 20

since we know that 3y+2x < 0
therefore y has to be greater than 0, thus, x<0.

Sufficient.

Hence D.


The second statement from the look of it is insufficient, but when start to solve it you'll find out that x has to be negative.
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by nandansingh » Wed Oct 29, 2008 6:51 am
Thanks buddy.
It can't get simpler than that!
Thanks a lot!!!
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