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On the number line shown, is zero halfway between r and s ? [#permalink]
15 Jun 2009, 00:50
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On the number line shown, is zero halfway between r and s ?
----r----s--t---------
1) s is to the right of zero 2) The distance between t and r is the same as the distance between t and -s
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Re: Number line question [#permalink]
15 Jun 2009, 11:09
Is the answer B - Statement 2 alone is sufficient?
1) s is to the right of zero This tells us that s is positive, but tells us nothing about r. r could be either positive or negative. Insufficient alone.
2) The distance between t and r is the same as the distance between t and -s d line tr = d line t(-s) d = point 1 - point 2 t - r = t - (-s) r = -s The line would now look like -s ------ s 0 is halfway between -s and s therefore 0 is halfway between r and s
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Intern
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Re: Number line question [#permalink]
15 Jun 2009, 11:58
So C, and not B, is the correct answer because we need to know that S is not a large negative number ?
For instance if t = 2 and r = -3 then s would have to be = -7 to place it at the same distance from t as r. This seem to go against what is shown in the picture of the number line though. Could someone please explain this?
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Re: Number line question
[#permalink]
15 Jun 2009, 11:58
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