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【18.Is x = ?】 
(1) xy = 1 
(2) 1/xy= 1 
 
 
Algebra Equations 
(1) This indicates that neither x nor y can be zero because if x = 0 or y = 0, 
then xy = 0. Since xy = 1 and y ≠ 0, then dividing both sides by y gives x = ; 
SUFFICIENT. 
(2) This indicates that neither x nor y can be zero because if x = 0 or y = 0, 
then xy = 0, and division by zero is undefined. Multiplying both sides of the 
equation by x gives = x; SUFFICIENT. 
The correct answer is D; each statement alone is sufficient. 
 
原文没有Y ≠ 0,所以(1)应该是NOT SUFFCIENT 
 
请大神赐教?? 
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