Each question is followed by two statements, I and II. Answer each que...
Using Statement I alone: |x| > [y|
Case 1: If x > y, then definitely |x| > |y|
Case 2: I f x < y , it is still possible to have |x| > |y| e.g. If, x = -5 and y = 3 Here,
x < y
However, |—5| > |3| i.e. |x| > |y|
Thus, the exact relationship between x andy can not be found.
Thus, the question cannot be answered using statement I alone.
Using Statement II alone: W=T
In this case, either x andy are equal in sign or opposite in sign, but equal in magnitude.
∴ x≤y Thus, x can never be greater than y.
Thus, the question can be answered using statement II alone.
Thus, the question can be answered using statement II alone but not by using statement I alone.
Hence, option 2.