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# IF denotes the greatest integer less than of equal to x, is

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IF denotes the greatest integer less than of equal to x, is [#permalink]

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17 Feb 2009, 02:44
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50% (01:36) correct 50% (00:44) wrong based on 3 sessions

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IF [x] denotes the greatest integer less than of equal to x, is [x]=0?

1) 5x+1=3+2x
2)0<x<1

I can't find a clear idea to solve it. It is clear from 1) that 2/3 the greatest value for x so no need for 2). What made it more unclear is that the right answer is D (which is 1 and 2 combined).

Any help is really appreciated.
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17 Feb 2009, 05:01
MHijazi wrote:
What made it more unclear is that the right answer is D (which is 1 and 2 combined).

D means 1 OR 2. In other words, each condition along is sufficient.
Actually, [x] represents integer part of any real number. So second condition means x e {0.000 .... 0.999}. the integer part can be only 0.
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Re: Math Problem !!   [#permalink] 17 Feb 2009, 05:01
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