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What is the value of y ?


(1) |x| ≤ y ≤ −|x|:

-> |x| ≤ y ≤ -|x|
-> y cannot be less than a negative but greater than a positive number, y must = x = 0
-> Sufficient

(2) |y| ≥ x ≥ −|y|:

-> -|y| ≤ x ≤ |y|
-> y can be any number in between or equal to x
-> Insufficient

IMO answer choice A
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What is the value of y ?


(1) |x| ≤ y ≤ −|x|
The minimum value of |x| is 0, so y is at least 0.
The maximum value of -|x| is 0, so y cannot be greater than 0.
only possible value of y is 0.

(2) |y| ≥ x ≥ −|y|
y can be anything.

A
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Quote:
What is the value of y ?


(1) |x| ≤ y ≤ −|x|

(2) |y| ≥ x ≥ −|y|

S1: The only way this can be true is if x=0, in which case y=0. SUFFICIENT

S2: y could be any number. NOT SUFFICIENT.

ANSWER: A
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Quote:
What is the value of y ?
(1) |x| ≤ y ≤ −|x|
(2) |y| ≥ x ≥ −|y|

(1) sufic
y≥positive or zero
y≤negative or zero
y must be = 0

(2) insufic
x≥negative or zero
x≤positive or zero
y=anything

Ans (A)
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Kindly see the attachment.
IMO A
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Hello from the GMAT Club BumpBot!

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