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If x - 2 < 8 and x + 6 > 4, which of the following ine

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by pooja181 » Sun Aug 24, 2014 5:07 am
If x - 2 < 8 and x + 6 > 4, which of the following inequalities expresses all possible values of x?
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by Brent@GMATPrepNow » Sun Aug 24, 2014 5:48 am
pooja181 wrote:If x - 2 < 8 and x + 6 > 4, which of the following inequalities expresses all possible values of x?
x - 2 < 8
Add 2 to both sides to get: x < 10

x + 6 > 4
Subtract 6 from both sides to get: x > -2
Rewrite as: -2 < x

COMBINE both inequalities to get: -2 < x < 10

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by GMATinsight » Sun Aug 24, 2014 8:36 am
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by RiyaR » Sat Aug 30, 2014 10:09 am
Hey I know this is on an unrelated topic but can somebody tell me if the link provided for the gmat tests is good?
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by Brent@GMATPrepNow » Sat Aug 30, 2014 10:14 am
RiyaR wrote:Hey I know this is on an unrelated topic but can somebody tell me if the link provided for the gmat tests is good?
Are you asking about the OFFICIAL practice test software (GMATPrep)?
If so, here's the link: https://www.mba.com/the-gmat/download-fr ... tware.aspx

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Re: If x - 2 < 8 and x + 6 > 4, which of the following ine

by Scott@TargetTestPrep » Wed Apr 21, 2021 6:12 am
pooja181 wrote: ↑
Sun Aug 24, 2014 5:07 am
 If x - 2 < 8 and x + 6 > 4, which of the following inequalities expresses all possible values of x?
Solution:

Since x - 2 < 8, then x < 10. Since x + 6 > 4, then x > -2. Therefore, -2 < x < 10.

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