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22 Feb 2006, 01:39
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Is x/y <1/2?
I. x/(x-1) <1/2
II. (x-1)/y <1/2
I. x/(x-1) <1/2
II. (x-1)/y <1/2
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22 Feb 2006, 02:50
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Thus the question asks if x<1/2y
1) this statement gives us x<(x-1)/2, nothing on y insufficient (we only now that x should be negative value)
2) this statement gives us x<1/2y+1, this does not prove anything insufficient
I would choose E
1) this statement gives us x<(x-1)/2, nothing on y insufficient (we only now that x should be negative value)
2) this statement gives us x<1/2y+1, this does not prove anything insufficient
I would choose E
22 Feb 2006, 03:23
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2) plug in x=-2 y=-4, and x=2 y=4
insufficient
1) yields -1<x<0, no information about y
insufficient
1+2) we have a frame for x, and know that (x-1)/y <1/2, so y<-2
I go for C
insufficient
1) yields -1<x<0, no information about y
insufficient
1+2) we have a frame for x, and know that (x-1)/y <1/2, so y<-2
I go for C
