Comments for Ultimate Quant Marathon Blog For IIM CAT http://quantologic.wordpress.com For All Your Quant Queries Thu, 22 Oct 2009 13:02:57 +0000 http://wordpress.com/ hourly 1 Comment on Problem of the day 28.07.09 by shashank http://quantologic.wordpress.com/2009/07/27/problem-of-the-day-28-07-09/#comment-794 shashank Thu, 22 Oct 2009 13:02:57 +0000 http://quantologic.wordpress.com/?p=425#comment-794 is the answer for the area problem of the right angled traiangle whose perimeter is 60 and lenth from hypotenuse is 12 is 150? is the answer for the area problem of the right angled traiangle whose perimeter is 60 and lenth from hypotenuse is 12 is 150?

]]> Comment on Concept 1 Perfect Squares by Avinash http://quantologic.wordpress.com/2008/08/25/concept-i-perfect-squares/#comment-793 Avinash Wed, 21 Oct 2009 14:01:38 +0000 http://quantologic.wordpress.com/?p=5#comment-793 Hi, I just found your blog and I feel that its among the most useful sources of information for CAT aspirants. Your lucid explanations of CAT quant concepts are extremely helpful and something that every aspirant can use. I really appreciate the effort that you have put in for MBA aspirants in India! I am an online education enthusiast myself and I am looking to collaborate with you to aid Indian students. Please contact me, so that we can explore common synergies. You can reach me at: avinash[dot]chandra[at]savvica.com Best regards, Avinash Hi,

I just found your blog and I feel that its among the most useful sources of information for CAT aspirants.
Your lucid explanations of CAT quant concepts are extremely helpful and something that every aspirant can use.

I really appreciate the effort that you have put in for MBA aspirants in India!

I am an online education enthusiast myself and I am looking to collaborate with you to aid Indian students. Please contact me, so that we can explore common synergies. You can reach me at: avinash[dot]chandra[at]savvica.com

Best regards,
Avinash

]]> Comment on Bonus Question 16.07.09 by Kshitiz http://quantologic.wordpress.com/2009/07/16/bonus-question-16-07-09/#comment-792 Kshitiz Sun, 11 Oct 2009 11:37:51 +0000 http://quantologic.wordpress.com/?p=412#comment-792 In Fermat's last theorem n is integer. And it has been proven in 1993 by Andrew Wiles and Richard Taylor. In Fermat’s last theorem n is integer. And it has been proven in 1993 by Andrew Wiles and Richard Taylor.

]]> Comment on Bonus Question 16.07.09 by Kshitiz http://quantologic.wordpress.com/2009/07/16/bonus-question-16-07-09/#comment-791 Kshitiz Sun, 11 Oct 2009 11:36:05 +0000 http://quantologic.wordpress.com/?p=412#comment-791 Fermat's last theorem states that there is no NON trivial solution for the equation written above for n > 2. (0,0,0) is always a solution to such equation for all n>0. Fermat’s last theorem states that there is no NON trivial solution for the equation written above for n > 2. (0,0,0) is always a solution to such equation for all n>0.

]]> Comment on The Funny Side of Mathematics by deepak sharma http://quantologic.wordpress.com/2009/04/03/the-funny-side-of-mathematics/#comment-790 deepak sharma Fri, 25 Sep 2009 12:06:52 +0000 http://quantologic.wordpress.com/?p=347#comment-790 hey.. can u pls xplain da flaw in dat differentiation method of proving 1=2.. hey.. can u pls xplain da flaw in dat differentiation method of proving 1=2..

]]> Comment on Concept 1 Perfect Squares by Rahul http://quantologic.wordpress.com/2008/08/25/concept-i-perfect-squares/#comment-789 Rahul Sun, 20 Sep 2009 04:57:18 +0000 http://quantologic.wordpress.com/?p=5#comment-789 I came accross tnis link.... abt CAT 2009 WORKSHOPS http://www.mbaking.mbageeks.com/ Hope this is useful to every1 here preparin for CAT !! I came accross tnis link…. abt CAT 2009 WORKSHOPS
http://www.mbaking.mbageeks.com/
Hope this is useful to every1 here preparin for CAT !!

]]> Comment on Concept 1 Perfect Squares by Rahul http://quantologic.wordpress.com/2008/08/25/concept-i-perfect-squares/#comment-788 Rahul Sun, 20 Sep 2009 04:56:05 +0000 http://quantologic.wordpress.com/?p=5#comment-788 Hey grttt work thnks a lott Hey grttt work thnks a lott

]]> Comment on Problem of the Day 3.07.09 by ananymous http://quantologic.wordpress.com/2009/07/02/problem-of-the-day-3-07-09/#comment-787 ananymous Sat, 12 Sep 2009 17:24:17 +0000 http://quantologic.wordpress.com/?p=392#comment-787 AD = AB cos A AE = AC cos a ar(AED)/ar(ABC) = [(1/2) AE X AD cos A ]/[(1/2) AB X AC cos A] = (cos A)^2 AD = AB cos A
AE = AC cos a

ar(AED)/ar(ABC)
= [(1/2) AE X AD cos A ]/[(1/2) AB X AC cos A]
= (cos A)^2

]]> Comment on Problem of the Day 3.07.09 by ananymous http://quantologic.wordpress.com/2009/07/02/problem-of-the-day-3-07-09/#comment-786 ananymous Sat, 12 Sep 2009 17:22:54 +0000 http://quantologic.wordpress.com/?p=392#comment-786 AD = AB cos A AE = AC cos a ar(AED) = (1/2) AE X AD cos A (cos A)^2 ------- ------------------- = ar(ABC) (1/2) AB X AC cos A AD = AB cos A
AE = AC cos a

ar(AED) = (1/2) AE X AD cos A (cos A)^2
——- ——————- =
ar(ABC) (1/2) AB X AC cos A

]]> Comment on Problem of the day 25.07.09 by ahum. http://quantologic.wordpress.com/2009/07/25/problem-of-the-day-25-07-09/#comment-785 ahum. Fri, 11 Sep 2009 16:31:40 +0000 http://quantologic.wordpress.com/2009/07/25/problem-of-the-day-25-07-09/#comment-785 how about the case in which the same box is chosen in every alternate turn to end up with the same no. of matches (duh...) ABABABABABAB... 366 times ... so the prob wud be (1/2)^366 how about the case in which the same box is chosen in every alternate turn to end up with the same no. of matches (duh…)
ABABABABABAB… 366 times … so the prob wud be (1/2)^366

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