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For any increase in x, the value of y decreases by double the value. Also, for any decrease in x, the
value of y increases by double the value. What is the value of x when y is 2?
(1) When x is 1, y = 5.
(2) When x is 3, y = 1.

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What source is this question from???

The language of the question seems confusing...

"For any increase in x, the value of y decreases by double the value: it doesn't say double of what value... i mean whether y decreased by 2y or decreases by 2x or decreases by double the value of increase in x

I am assuming third assumption is being used in this question
i.e. if x changes to x+a
y becomes y-2a

using this

(1) When x is 1, y = 5.
i.e. if y decreased by 2, x will increase by 1
and if y decreased by 3, x will increase by 1.5
hence at y=2, x becomes 2.25
SUFFICIENT

(2) When x is 3, y = 1.
Similarly sifficient

Answer: Option D

Hi
This question is from Nova's DS.
As i understand, the question means that the value by which x increases, y is decreased by double that value and similarly for a decrease.
Suppose, if x increases by 1, y decreases by 2.

with respect to the same understand as you mentioned, You can check the solution I have given above.

As GMAT Trainer a small suggestion is "Do NOT use bad resources for practice and Nova is one of such bad resources"

I hope this helps!!! :)
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