If x - y > 10, Is x - y > x + y ?
(1) x = 8
(2) y = -20
Source: GMATPrep 2. Could someone please explain the answer to this question?
agha79 Wrote:If x - y > 10, Is x - y > x + y ?
(1) x = 8
(2) y = -20
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Question tells us that x - y > 10.
Statement I:
Tells us X is 8. In order for X - Y > 10 to be true Y must be negative number less than negative two or (y < -2). This will always yield x - y > x + y so Statement I is sufficient.
Statement II:
Tells us Y is -20. In order for X - Y > 10 as given in the question X must be greater than negative ten or (X > -10). This will always yield x - y > x + y so Statement II is sufficient.
IMO Both statements are independently sufficient and correct answer should be "D"
Can you please post the OA:
ai42 Wrote:The question can actually be simplified.
Is x - y > x + y ? is the same as
is 2y<0, or is y<0.
So, the answer is given in 2)
OA is b)