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Updated on: 14 Jan 2018, 08:30
Originally posted by kritikalal on 14 Jan 2018, 08:27.
Last edited by Bunuel on 14 Jan 2018, 08:30, edited 1 time in total.
Last edited by Bunuel on 14 Jan 2018, 08:30, edited 1 time in total.
Renamed the topic and edited the question.
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D
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
15%
(low)
Question Stats:
71% (01:00) correct
29%
(01:08)
wrong
based on 265
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If a < 0, is b < 0 ?
(1) b/a > 0
(2) a - b > 0
(1) b/a > 0
(2) a - b > 0
Can someone please explain this?
I understand why Statement 1 is sufficient, but do not understand how Statement 2 is sufficient.
I chose A which is wrong. The correct answer is below.
I understand why Statement 1 is sufficient, but do not understand how Statement 2 is sufficient.
I chose A which is wrong. The correct answer is below.
14 Jan 2018, 08:33
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kritikalal
If a < 0, is b < 0 ?
(1) b/a > 0
(2) a - b > 0
(1) b/a > 0
(2) a - b > 0
Can someone please explain this?
I understand why Statement 1 is sufficient, but do not understand how Statement 2 is sufficient.
I chose A which is wrong. The correct answer is below.
I understand why Statement 1 is sufficient, but do not understand how Statement 2 is sufficient.
I chose A which is wrong. The correct answer is below.
If a < 0, is b < 0 ?
(1) b/a > 0. This implies that a and b have the same sign. Since it's given that a is negative, then b must be negative too. Sufficient.
(2) a - b > 0. Re-arrange: a > b. Given that 0 > a, so 0 > a > b. Sufficient.
Answer: D.
14 Jan 2018, 08:46
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1) B/A> 0. Either both A and B are negative or both are positive. A is Negative then so is B . Sufficient.
2) a - b > 0 = a> b, a is negative so, b is also negative as b is smaller than a. Sufficient
Ans: D
2) a - b > 0 = a> b, a is negative so, b is also negative as b is smaller than a. Sufficient
Ans: D
