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If \(x\ne 0\) and \(\dfrac{x}{|x|}<x,\) which of the following must be true?
(A) \(x>1\)
(B) \(x>-1\)
(C) \(|x|<1\)
(D) \(|x|>1\)
(E) \(-1<x<0\)
Answer: B
Source: GMAT Club Tests
(A) \(x>1\)
(B) \(x>-1\)
(C) \(|x|<1\)
(D) \(|x|>1\)
(E) \(-1<x<0\)
Answer: B
Source: GMAT Club Tests
