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official quant thread for CAT 2009
Quantitative Questions and Answers Discuss Quantitative and other Math related questions. Post your math doubts and get it solved by the smartest brains this side of the universe !

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Ankurb Ankurb is offline
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Re: official quant thread for CAT 2009 - 13-07-2009, 03:06 PM

Quote:
Originally Posted by MaskedMenace View Post
Find the remainder when 28! is divided by 62 ?


Let 28! mod 31 = P

30! mod 31 = 30

12P mod 31 = 30

12P = 31k + 30

p = (31k + 30)/12

k = 6 => P = 18

so, effective remainder is 18*2 = 36
cannot be 36, plz check once more
It should be 46.
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Re: official quant thread for CAT 2009 - 13-07-2009, 03:11 PM

Quote:
Originally Posted by santacloud9 View Post
hi mr go ,but why did u multiplid it with 8 and how is "24 miss "? plz explain it to me
thnks
multiply 8 times means he is tried same set 8 times


Thanks,

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Re: official quant thread for CAT 2009 - 13-07-2009, 03:22 PM

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Originally Posted by mahi101987 View Post
Let [x] denotes the greatest integer that is less than or equal to x, e.g. [3.45] = 3, then [1/3] + [2/3] + [2^2/3] + [2^3/3] +...+ (101 terms) equals


(a) 1/3( 4^50 - 1) - 50
(b) 1/3( 4^51 - 1) - 51
(c) 2/3( 4^50 - 1) - 50
(d) none of the above
option (c)
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:10 PM

Quote:
Originally Posted by Ankurb View Post
cannot be 36, plz check once more
It should be 46.
Let 28! mod 31 = P

30! mod 31 = 30

2P mod 31 = 30

2P = 31k + 30

p = (31k + 30)/2

k = 0 => P = 15

so, effective remainder is 46

Last edited by MaskedMenace; 13-07-2009 at 09:32 PM.
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:18 PM

I could not understand from the 3 rd step

2P mod 31 = 30 ...

Plz elaborate


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Last edited by kumarbe; 13-07-2009 at 04:21 PM.
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:21 PM

There are 11 books on a shelf. How many ways are there to choose 4 of them so that no two of the chosen books stand next to each other?

(a) 70 (b) 165 (c) 495 (d) none of these
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:27 PM

Quote:
Originally Posted by MaskedMenace View Post
Let 28! mod 31 = P

30! mod 31 = 30

2P mod 31 = 30

2P = 31k + 30

p = (31k + 30)/2

k = 0 => P = 15

so, effective remainder is 15*2 = 30

ankur can u post ur method ? i checked it and getting 30 ...
my method is no different from yours.
P = 15, you got it correctly but after that why to multiply it by 2. we didn't divide previously.
31k + 15 = 2g
k = 1
remainder is 46
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:28 PM

Quote:
Originally Posted by kumarbe View Post
I could not understand from the 3 rd step

2P mod 31 = 30 ...

Plz elaborate
I just wrote 30! mod 31 as 30*29*28! mod 31 = 2p mod 31
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:30 PM

Quote:
Originally Posted by Ankurb View Post
my method is no different from yours.
P = 15, you got it correctly but after that why to multiply it by 2. we didn't divide previously.
31k + 15 = 2p
k = 1
remainder is 46
But the actual question is 28! mod 62, we divide it by 2 then it becomes 28! mod 31
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Re: official quant thread for CAT 2009 - 13-07-2009, 04:35 PM

Quote:
Originally Posted by MaskedMenace View Post
There are 11 books on a shelf. How many ways are there to choose 4 of them so that no two of the chosen books stand next to each other?

(a) 70 (b) 165 (c) 495 (d) none of these
answer is 70..ryte??
its 8c4


The point of living and of being an optimist, is to be foolish enough to believe the best is yet to come..
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