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HIUY
If xy ≠ 0, is x = y?

(1) |x| = |y|
(2) xy > 0

Statement (1) is not sufficient as x could be either >0 or <0 and same for y

Statement (2) is also insufficient as if x>0 then y must be >0 to have xy>0 and if x<0 then y must be <0 to have xy>0
but x could differ from y

However, I do not understand why taking together statement (1) and statement (2) is sufficient as we have two possibilities:
x>0 y>0 , lxl=lyl , then x=y
x<0 y<0, lxl=lyl, then x=y


10. Absolute Value



For more check Ultimate GMAT Quantitative Megathread

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HIUY
If xy ≠ 0, is x = y?

(1) |x| = |y|
(2) xy > 0

Statement 1: It tells you only that distance of x and y from 0 on the number line equal. Insufficient

Statement 2: It tells you only that sign of x and y are same. Insufficient

Combining we know that x = y

(C)
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