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#23 (permalink) |
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Late bloomer
![]() ![]() Join Date: Mar 2004
Location: Canada
Posts: 482
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Just got my official scores, and they exactly matched the unofficial scores at the test center. (I must have been getting paranoid
- the last few days I kept thinking, what if I get the official scores, and it says "Sorry, we had a computer glitch. We actually meant 670, not 760!").Only got a 5.0 on the AWA - I thought I'd done better. But then again, I don't think I want to start over just to raise my AWA score [:o)] |
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#25 (permalink) |
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Eager!
Join Date: Oct 2003
Posts: 78
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Ursula-
If I may ask...what did you do to prepare for topics that are barely covered in the Official Guide - primarily statistics and probability? There are only a handful of problems in the Official Guide regarding these questions, and having taken the test once already, I know that they pale in difficulty compared to the ones on the test these days. I've got 3 weeks, and now I need to focus in on shoring up my abilities with the toughest material. Any suggestions? Thanks. |
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#26 (permalink) | |
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Late bloomer
![]() ![]() Join Date: Mar 2004
Location: Canada
Posts: 482
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Quote:
)The comb/perm/stats/probability questions posted by some people on the problem solving forum here are far more difficult than what I would expect to see on the GMAT, and I'd never expect to solve those in 2 minutes. But trying to follow those threads and working on some of those complex problems also helped me increase my understanding. I must say that on my actual exam I really didn't see anything particularly complex on any of these topics, though. However, being prepared certainly helped my confidence in dealing with the problems I did get. |
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#27 (permalink) |
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Eager!
Join Date: Mar 2004
Location: USA
Posts: 54
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Yeah, I think just knowing the formulas for combination and permutation and knowing which is which should be enough prep. You shouldn't have to worry about spending hours practicing those types of problems. And for probablility, I didn't see anything that was more difficult than a simply-worded conditional probability problem.
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