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Re: The greatest negative integer, k, that makes the above state [#permalink]
Carcass wrote:
Why -1 ??

-9 is not false as well ??

This turn I am a bit puzzled :oops:


-1 > -9
:-D
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Re: The greatest negative integer, k, that makes the above state [#permalink]
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GreenlightTestPrep wrote:
Carcass wrote:
Why -1 ??

-9 is not false as well ??

This turn I am a bit puzzled :oops:


-1 > -9
:-D


To clarify, there are infinitely many negative values of k that make the above statement false. These values include -1, -2, -3, ....-8, -9, -10, -20, -21, -22, -23..... forever

Of these values, the greatest is -1
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Re: The greatest negative integer, k, that makes the above state [#permalink]
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Gotcha :-D
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The greatest negative integer, k, that makes the above state [#permalink]
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I thought the answer very logically . let me know if this is the right or smart way .?

10<|k|<20

A: the greatest negative number (which make statement true)that saisfies the equation is -11 , if we put that 10<|-11|<20 that means 10<11<20

B: The greatest negative integer, k, that makes the above statement false will be -1 ,if we put that 10<|-1|<20 that means 10<1<20 (thus false)

and we know that -1 is the greatest negative integer so Quantity B.


i solved this on simple logic that as the number gets negative it gets smaller and smaller.
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Re: The greatest negative integer, k, that makes the above state [#permalink]
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Re: The greatest negative integer, k, that makes the above state [#permalink]
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