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GMAT Data Sufficiency (DS) | Re: Is 1/(a-b) < b-a ? (1) a

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Bunuel wrote:

GMAT98 wrote:
I want to know where is the error in following method for statement 2

1 < la-bl
la-bl > 1

then

a-b > 1 or a-b< -1

a-b > 1 or b-a> 1

sinceboth sides are positive forfirst possibility

1/(a-b) < 1 or 1 < b-a ( i think problem is here)Image

combining

1/(a-b) < 1 < b-a

1/(a-b)< b-a

therefore yes... i know i am wrong somewhere.. but where

...

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