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Sumithra
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Sumithra
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For those of you who would like to see the rest of the Q, OA, and OE, highlight the following.

I wanted to see if any of you would try for both integers and fractions.
Well, if you have not, then keep it in mind.

2) r and s are not integers.

OA: C

OE:From S1, it can be concluded that the no. of integers is 4 r and s are integers and the no. of integers is 5 if r and s are not integers. S2 alone is not suff since it gives no info about how far apart s and r are.


Of course, S2 gives a clue.
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Fig
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Sumithra
For those of you who would like to see the rest of the Q, OA, and OE, highlight the following.

I wanted to see if any of you would try for both integers and fractions.
Well, if you have not, then keep it in mind.

2) r and s are not integers.

OA: C

OE:From S1, it can be concluded that the no. of integers is 4 r and s are integers and the no. of integers is 5 if r and s are not integers. S2 alone is not suff since it gives no info about how far apart s and r are.


Of course, S2 gives a clue.


My favorite "silly" mistake ;)... Always following in ;)... I have readen r, s and n integers... hard to go out from it :)

Well done, Sumithra :)... U show what we should not do ! :)
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damn, I never learn...:) Thank goodness for statement 2.
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Sumithra
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I too used the help from S2. That is why I wanted to remind others of such traps.
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r and s are 5 integers apart so with 1 alone n can be 4 or 5 ( 4 when r & s are integers, 5 when they are not)
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If s, r integers:
Plug in #s: r=4, s=9: numbers in between: 5, 6, 7, 8 => 4 #s.

If s, r reals not integers:
Plug in #s: r=4.1, s=9.1: #s in between: 5, 6, 7, 8 , 9 => 5 #s.
Another case: r=4.9, s=9.9: #s in between: 5, 6, 7, 8, 9 => 5 #s.

Insuff => B, C, or E.



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