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Bunuel
If a, b, and c are integers, is a greater than b?

(1) The absolute value of a is less than the absolute value of c.
(2) The absolute value of b is greater than the absolute value of c.


Given a, b, c = Integers

Question : Is a > b?

St 1 : |a| < |c| Not Sufficient as no information about "b"

St 2 : |b| > |c| Not Sufficient as no information about "a"

Combining I & II we get |b| > |c| > |a|

Take b = - 3 , c = 2, a = 1

Take b = 3, c = 2, a = - 1

(E)
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If a, b, and c are integers, is a greater than b?

(1) The absolute value of a is less than the absolute value of c.
(2) The absolute value of b is greater than the absolute value of c.

1. no info about b
2. no info about a

1/2. there is no connection between those

ANSWER: E
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