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Wonderful stuff Slingfox. I had a question about your Quant review...I remember doing this problem before but cannot seem to figure it out now. Can you please explain this, preferably with a more complicated example? Thanks.. Ratio problem/locate a point on a line segment: o Coordinate A is at (0,0) and coordinate B is at (4,4). Find the point that is 3 times away from B as A on line segment AB. Approach: You need to find dx which is the incremental change in X, and dy which is the incremental change in Y. Total change in x = 4 = 4dx o =1 Total change in y = 4 =4dy o dy = 1 Answer: (0 + 1*dx, 0 + 1*dy) = (1,1)

thanks!! This is fantastic stuff! _________________

"The best day of your life is the one on which you decide your life is your own. No apologies or excuses. No one to lean on, rely on, or blame. The gift is yours - it is an amazing journey - and you alone are responsible for the quality of it. This is the day your life really begins." - Bob Moawab

Management Leadership of Tomorrow (MLT) - MBA Programs Fellow MLT LA Chapter - Board Member / Recruiting Officer Net Impact - Professional Chapter Co-President MBADiversity Organization - Global Fellow, CHINA

Great Stuff...thanz a ton for the details...just a quesry...

the statement [o Example: S/T = 64.12. Which of the following could be a remainder when S is divided by T? 2, 4, 8, 12, 20, 45. Answer. 12/100 = 3/25. This means that when S is divided by T, the remainder must be a multiple of 3. Therefore, 45 is the answer. ]

i believe the answer should be 12.if you divide 12 by 100,it clearly leaves 12...

Great Stuff...thanz a ton for the details...just a quesry...

the statement [o Example: S/T = 64.12. Which of the following could be a remainder when S is divided by T? 2, 4, 8, 12, 20, 45. Answer. 12/100 = 3/25. This means that when S is divided by T, the remainder must be a multiple of 3. Therefore, 45 is the answer. ]

i believe the answer should be 12.if you divide 12 by 100,it clearly leaves 12...

please help,any comments are welcome

BUMP! I would like to know how to approach these kind of problems as well. _________________

Management Leadership of Tomorrow (MLT) - MBA Programs Fellow MLT LA Chapter - Board Member / Recruiting Officer Net Impact - Professional Chapter Co-President MBADiversity Organization - Global Fellow, CHINA

Last year when I attended a session of Chicago’s Booth Live , I felt pretty out of place. I was surrounded by professionals from all over the world from major...

I recently returned from attending the London Business School Admits Weekend held last week. Let me just say upfront - for those who are planning to apply for the...