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# Of the following

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Of the following [#permalink]  29 Dec 2016, 09:25
Expert's post
00:00

Question Stats:

66% (02:29) correct 33% (00:46) wrong based on 3 sessions
Of the following, which could be the graph of $$2 - 5x <= \frac{6x - 5}{-3}$$

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#GREpracticequestion Of the following, which could be the graph.jpg [ 13.59 KiB | Viewed 135 times ]
[Reveal] Spoiler: OA

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Re: Of the following [#permalink]  16 Jan 2017, 19:59
1
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i think it is option C
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Re: Of the following [#permalink]  19 Jan 2017, 10:09
I got it as A ..can you please explain the solution.. thanks
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Re: Of the following [#permalink]  21 Jan 2017, 03:20
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Expert's post
shikha0611 wrote:
I got it as A ..can you please explain the solution.. thanks

Here we have

$$2 -5x \leq \frac{6x -5}{-3}$$

multiplying both sides by -3

$$(2 -5x) \times (-3) \geq 6x -5$$

$$-6 + 15x \geq 6x -5$$

adding -6x and +6 on both sides

$$9x \geq 1$$

or $$x \geq \frac{1}{9}$$

As you can see option C is the only correct graph that resembles this.
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Re: Of the following   [#permalink] 21 Jan 2017, 03:20
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