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Math Expert V
Joined: 02 Sep 2009
Posts: 61301
If x = 3y, is x^2 > y^2? (1) y + x < yx (2) x^2 = 9y^2  [#permalink]

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Difficulty:   75% (hard)

Question Stats: 51% (02:36) correct 49% (02:11) wrong based on 49 sessions

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If $$x = 3y$$, is $$x^2 > y^2$$?

(1) $$y+x < yx$$

(2) $$x^2 = 9y^2$$

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Math Expert V
Joined: 02 Aug 2009
Posts: 8256
Re: If x = 3y, is x^2 > y^2? (1) y + x < yx (2) x^2 = 9y^2  [#permalink]

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If $$x = 3y$$, is $$x^2 > y^2$$?

$$x^2 > y^2$$ means $$(3y)^2>y^2....8y^2>0....y\neq{0}$$
So, we have to find whether y=0.

(1) $$y+x < yx$$
If y=0, $$y+x < yx$$ becomes $$0+0<0*0....0<0$$..NOT possible.
Hence $$y\neq{0}$$

(2) $$x^2 = 9y^2$$
x=3y means the same. No new information.

A
_________________ Re: If x = 3y, is x^2 > y^2? (1) y + x < yx (2) x^2 = 9y^2   [#permalink] 25 Nov 2019, 17:59
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# If x = 3y, is x^2 > y^2? (1) y + x < yx (2) x^2 = 9y^2  