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Slingfox's GMAT Strategies (Condensed)

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suyashjhawar
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  06 Jul 2010, 10:24
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Thanks buddy.I started my prep back after a while.Thks a lot. :-D
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cchilakapati
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  07 Jul 2010, 01:39
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thank you
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GMATMadeeasy
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  07 Jul 2010, 05:22
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@Slingfox : Question : You have mentioned practising SC daily, what other source you used apart from OG for SC practice ?

And also, could you share your apporach with RC please.
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ballubalraj
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  07 Jul 2010, 21:16
Thanks a ton for the awesome resources!

As few others too have asked, could you please let us know the practice material for SC (apart from OG questions)?
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ballubalraj
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  07 Jul 2010, 21:51
Waiting for those 150 tough maths questions!

Thanks again.
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own3r
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  08 Jul 2010, 13:13
Awesome, thanks for your notes and insights - congrats on your success with the test! +1 kudos!
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iAqua4
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  11 Jul 2010, 06:07
These notes are absolutely wonderful. Thanks +1 kudos!!
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snkrhed
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  11 Jul 2010, 07:51
this stuff is really good... thanks!
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nescafe
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  14 Jul 2010, 13:58
Thanks very much, really appreciate it.
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NZOMNIAC
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  17 Jul 2010, 21:28
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Slingshot this great stuff man,...thank u very much

one doubt - ur notes say that

"the sum of factors of a # is odd, it is not necessarily a perfect square" should be changed to

but I tried the reasoning below

sum of factors of number is of form (a+1)(b+1)(c+1)
if (a+1)(b+1)(c+1)....... = odd
i mean each one must be odd
i.e a+1 is odd
b+1 is odd

so that means
a is even
b is even


which means P1^ a* P2^ b P3^c ......is perfect square?

Whats the flaw here
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achiever01
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  09 Aug 2010, 10:34
Slingfox .. hats off to you.. you rock.. thanks for your perfect debrief and wonderful notes !!
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vittarr
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  10 Aug 2010, 14:25
to NZOMNIAC

if a c c are even =>
a=2n b=2m c=2l =>
P1^a * P2^b * P3^c = P1^2n * P2^2m * P3^2l = (P1^n*P1^n) * (P2^m*P2^m) * (P3^l*P3^l) = (P1^n*P2^m*P3^l) * (P1^n*P2^m*P3^l) which is perfect square
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ihatethectrap
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  12 Aug 2010, 22:13
has anyone heard from slingfox regarding the tough math set? i'd be interested to see what those look like. especially, after he posted the amazing quant notes.
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jb88
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  14 Aug 2010, 18:36
These are some of the best notes I've seen so far. Thanks Slingfox!


Where are those hard quant sets people are commenting on?
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qweert
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  19 Aug 2010, 06:08
Very easy to understand. Must have put in a lot effort into this... :writer
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Lethal
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  14 Sep 2010, 12:19
Thanks, these notes are very helpful.
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mission2009
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  14 Sep 2010, 23:44
This is an amazing collection of gmat notes..
Thanks slingfox for your effort !!!
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pmuthyala
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  29 Sep 2010, 11:24
Nice work, very helpful. Thanks much!!
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psv76
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  10 Jan 2011, 23:56
Great notes and thanks for sharing.
I was scanning through the Quant notes and did see some typos.
Page 7: 7^3 is 343 and (1+4^4) is 257.
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TheRake
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink] New post  17 Apr 2011, 11:24
Nice guide. Looking through it I noticed the following:

Quote:
Special Properties of Exponential Expressions Involving 1 or 0
1^n = 1
x^0 = 1 (Exception: 0^0 = Undefined)
0^n = 0 (Exception 0^0 = Undefined)


Should the exception for 0^n read "0^n is undefined when n is less than or equal to zero)? I would think 0^-1 = 1/0 = undefined (can't divide by zero)

I tried googling but couldn't find an answer.
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Re: Slingfox's GMAT Strategies (Condensed) [#permalink]
17 Apr 2011, 11:24
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