View Profile: implex

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Showing Visitor Messages 1 to 10 of 30

23-11-2008 11:16 PM - permalink
tyro.novice

Great scores in quant and DI!! 123 in just two, add the third and a rocking score for sure!! All the IIM calls coming ur way.
23-11-2008 02:15 PM - permalink
itsmeneha

your gtalk id? its urgent
19-11-2008 11:16 AM - permalink
raman.manutd

Hey, how did it go ?
I am stuck in VA.

- Raman
18-11-2008 03:44 AM - permalink
linusvanpelt

hi implex. i just wanted to know what according to you will be the score required in di for a calls from iim-a. my scores are qa-63 va- 85-95
my di score will be 46 or 50.
the thing is that i lost my paper so i am not very sure abt what answers i marked for some qns.
i am quite tensed abt di actually. what if it drops to 41-42? any replies will be appreciated.
16-11-2008 06:01 PM - permalink
appusinghi1985

hey can you reply to my post?
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14-10-2008 12:13 PM - permalink
clsuresh1

Hey, this is Suresh, hope you recoginised me.I need to talk to you personally regarding your blog. Please mail me your contact number to my mail id (bsureshbala@gmail.com) as soon as possible.

Regards,
Suresh
25-09-2008 09:54 AM - permalink
Bellcat08

H!!! dude could you please send me the solutions for the Quantset 1 & 2 ... Thanks in advance...
My E-mail id:- ashishalwaysrocks@gmail.com
21-09-2008 10:37 AM - permalink
tyro.novice

Could you please give the solution for the Q posted by you about a^2+4b and b^2 +4a being perfect squares,tried it taking both as K^2 ,l^2. (0,0) (0,1) (1,0) are easy to get . Then (0,4) (0,16) (0,64).......(0,4^k) and (4,0)....(4^k,0). Infinitely many, is it?
17-09-2008 06:35 PM - permalink
ganesh99

thanks bhai
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15-09-2008 10:27 PM - permalink
ganesh99

hi implex bhai..can u pls expalin this one
If set A ={ 26, 29, 34, ...., n^2+25,...}
set B = {13501, 13504, ...., n^2+13500,....}
how many common elements do the two sets have?
Let for some n1 and n2, n1^2+25 = n2^2+13500
(n1-n2)*(n1+n2)=5^2*7^2*11..Which has totally 18 factors..So 9 common elements

the bold one..pls
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