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If x/4 is 2 more than x/8, then x =
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23 Dec 2013, 06:29
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90% (00:31) correct 10% (00:37) wrong based on 1279 sessions
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Re: If x/4 is 2 more than x/8, then x =
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23 Dec 2013, 06:30



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Re: If x/4 is 2 more than x/8, then x =
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23 Dec 2013, 10:26
Here plugging in helps...start with option c for possible x value and see which value satisfies the given equation Or you can form an equation x/4= x/8+2 > x= 16 Note that x/4 = 2x/8 and thus x/8= 2 from the above equation and hence x= 16... Ans C Posted from my mobile device
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Re: If x/4 is 2 more than x/8, then x =
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23 Dec 2013, 22:40
The direct approach would be like this: x/4 = x/8 + 2 x/4  x/8 = 2 (8x4x) = 64 4x = 64 x=16
(C) is the answer.



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Re: If x/4 is 2 more than x/8, then x =
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24 Dec 2013, 00:02
If x/4 is 2 more than x/8, then x =
(A) 4 (B) 8 (C) 16 (D) 32 (E) 64
Used Option Choices: Option 1, 2 can't be the answer as X/8 gives half and one. Option 3 x/4 is 2 more than x/8== 16/4 = 16/8 +2 ==>>> 4= 4 option 4 32/4= 32/8+2 incorrect Option 5 64/4 = 64/8 +2 incorrect.
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Re: If x/4 is 2 more than x/8, then x =
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24 Dec 2013, 02:23



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Re: If x/4 is 2 more than x/8, then x =
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24 Dec 2013, 10:25
Let y = x/8.
So, 2y = x/4
Rewriting the equation (x/4)  (x/8) = 2 as 2y  y = 2, we get y = 2 Or, x/8 = 2 Or, x = 16
Hence, answer is option (C).



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If x/4 is 2 more than x/8, then x =
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11 Sep 2014, 01:41
\(\frac{x}{4} = 2 + \frac{x}{8}\) x = 16 Answer = C
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Re: If x/4 is 2 more than x/8, then x =
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05 Jul 2016, 05:50
[quote="Bunuel"] The Official Guide For GMAT® Quantitative Review, 2ND EditionIf x/4 is 2 more than x/8, then x = (A) 4 (B) 8 (C) 16 (D) 32 (E) 64 x/4=2+x/8 x/4=2x/8 2x/8=2+x/8 ==> x/8=2 x=16 C



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Re: If x/4 is 2 more than x/8, then x =
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12 Feb 2017, 03:49
This is an Algebra, Linear Equations problem. Such kind of sums need extra attention while setting up the equations and most of the options are trap answers from wrong setup. he correct setup is : x/4 + 2 + x/8. x/4x/8=2 Here, if you realize that x/8 is actually half of x/4 then u directly have, x/8=2 and therefore, x=16.



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Re: If x/4 is 2 more than x/8, then x =
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12 Feb 2017, 06:07
itsmeechaitali wrote: This is an Algebra, Linear Equations problem. Such kind of sums need extra attention while setting up the equations and most of the options are trap answers from wrong setup. he correct setup is : x/4 + 2 + x/8. x/4x/8=2 Here, if you realize that x/8 is actually half of x/4 then u directly have, x/8=2 and therefore, x=16. One of the best way of solving such questions is checking the options.... (C) \(x = 16\) \(\frac{x}{8} = 2\) \(\frac{x}{4} = 4\) Where \(\frac{x}{4}\) is 2 more than \(\frac{x}{8}\)... Thus, correct answer must be (C) 16
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Re: If x/4 is 2 more than x/8, then x =
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06 Sep 2018, 08:08
\(\frac{x}{4}=\frac{x}{8}+2\) \(\frac{x}{4}\frac{x}{8}=2\) \(\frac{x}{8}=2\) \(x=16\) Answer C
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Re: If x/4 is 2 more than x/8, then x =
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05 Jan 2019, 00:20
The direct approach would be like this: x/4 = x/8 + 2
x/4 = (x + 16)/8
x/1 = (x+ 16)/2
2xx = 16
x=16




Re: If x/4 is 2 more than x/8, then x = &nbs
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05 Jan 2019, 00:20






