About Veritas Prep

GMAT Prep & Admissions Blog As the world's largest privately-owned GMAT Prep and admissions consulting provider, Veritas Prep maintains a large network of instructors, consultants, and students. Our blog is a way of opening up this community to new visitors and sharing our knowledge about standardized testing, graduate school admissions, and the business world itself.
Showing posts with label Lindsey Vonn. Show all posts
Showing posts with label Lindsey Vonn. Show all posts

Friday, February 26, 2010

GMAT Tip of the Week: Carving Out A High Score

GMAT prepAs we enter the final weekend of the Vancouver Winter Olympics, plenty of drama remains. Will Canada clinch the ice hockey gold medal on its home ice? Will it do so against the rival Americans? Will Lindsey Vonn withstand the pain of another injury - this time a broken finger to go with her badly bruised shin -- to add another medal to her haul? Will Bob Costas ever look older than 29? Will Bode Miller summon the magic one more time to erase his Torino disappointment with an unexpected (or perhaps just delayed... we expected this from him in 2006) display of overall alpine mastery?

As Vonn and Miller attempt to add to their legacies, they will need to employ a strategy that you should be thinking about as you gear up for your peak performance on the GMAT. The last race for each is the slalom, an event in which skiers are required to navigate a series of gates making quick side-to-side turns while keeping their momentum focused as straight downhill as possible. A daunting challenge, to be sure -- just like those of you taking the GMAT, these skiers must be aware that losing time on any one gate (or question) can be catastrophic, and must also keep in mind that, upon the successful navigation of one challenge, another will be approaching just as quickly.


How do they (and how should you) cope?

If you watch slalom skiers, you'll notice that they seemingly take wide turns around each gate -- instead of taking a straight line from one gate to the next, which would require them to make an abrupt change of direction at each gate, they swoop in from wide of the gate, building speed through the turn toward the next flag. The rationale behind this strategy is that, by employing it, skiers can use the position of the next gate to set up the previous turn, always thinking further downhill and being prepared far in advance to avoid having to make last-second, ice-crunching, turn-on-a-dime turns that kill a skier's speed and waste valuable time. If the skier uses the downhill gates to set up his movements uphill, he can take as direct and efficient a line as possible, and maximizes his chances at success.

The GMAT affords you the same opportunity -- you've already noted that each question contains within itself five answer choices, but you may not have thought about using those "downhill" answer choices to set up your work.

Consider:
  • If multiple answer choices include the square root of 3, there's a good chance you're going to have to use a 30-60-90 or equilateral triangle, as those triangles lend themselves naturally to sides with the square root of 3.


  • If answer choices, similarly, include the square root of 2, you'll probably want to look for an iscosceles right triangle (45-45-90), for which the hypotenuse is going to have a side the length of the other side multiplied by the square root of 2.


  • Other answer choices can guide you in the right direction, as well - look for clues such as denominators (do you need to end up with something divided by 3?), exponential terms (do you need to factor to get everything in terms of 2 to a power?), etc. If you let the answer choices be your guide, you'll often find that they provide you a template of what your mathematical goals should be.


As an example, consider the question:

What is 38 + 37 - 36 - 35?

(A) (35)(24)

(B) (35)(26)

(C) (36)(25)

(D) 65

(E) None of the Above

The initial statement may not lend itself at first to any type of manipulation that would make it any clearer, but if you look at the answer choices, you’ll realize that your job is to try to convert the given statement to the multiplication of two exponential terms. Knowing that you’ll need to multiply an exponent of 3 by something else, you can determine that your first move is to factor out 35, giving you:

35(33 + 32 – 3 – 1)

Looking again at the answer choices, it appears you’ll need to somehow find a base of two with an exponent, so it makes sense to simplify the parenthetical term to see if you can find an exponent of 2:

35(27 + 9 – 3 – 1) = 35(32) = 35(25)

Now, one last time, you’ll want to look at the answer choices. We’re close to A, B, and C, but each is one factor off. Answer choice D, 65, may look a little unlike what we have, but when you have the choice between an answer and “none of the above”, you’ll at least want to do your best to make your answer look like one of the tests. With 65, or something close to it, as our goal, we can play with our expression to see if we can restate it in that form. Doing so, we find that it gives us:

(3*2)5 = 65

By using the answer choices as a guide, we took the initial statement and manipulated it until it looked like what we needed, employing that slalom strategy of looking downhill to set up our moves from the top.

To be successful on the GMAT, think like a slalom skier and see if the answer choices, like downhill gates, can set up your work for you as you seek efficiency. It's all downhill from there!

Author's Note: In honor of the 2010 Winter Olympics, Veritas Prep is offering 15% off all of its GMAT prep courses to students who enroll before the end of the Closing Ceremonies on Sunday. Use the offer code JULEZRULEZ2010 on any Veritas Prep course to qualify for the discount. (Veritas Prep congratulates fellow Californian Julia Mancuso on two silver medals to add to her gold from 2006!)

Read More >>
Bookmark and Share

Friday, February 12, 2010

GMAT Tip of the Week: Let The Games Begin

GMAT prep
As Biggie would have said, "It was all a dream..." for Pierre de Coubertin. The youth of the world, representing dozens of nations and all sorts of backgrounds, coming together in the spirit of competition to fulfill lifelong dreams. While he could have been dreaming about the GMAT, his project was the Olympic Games, which begin the latest installment of the Winter Olympics tonight in Vancouver. Much like the GMAT, these Olympics feature the best from around the world, all of whom have put in extensive preparation for this shot to prove to the world and to themselves that they belong, and that they can excel.

Much like the GMAT, as well, the Olympics take months of preparation and turn them in to a series of bllink-and-you'll-miss it moments that determine one's fate. Michael Phelps' quest for perfection two years ago came down to a hundredth of a second; if he fails to famously take that extra stroke, he loses his shot at immortality. The potential darling of these Winter Olympics, Lindsey Vonn (labeled by some the "Phemale Phelps" for her expected medal haul), may have already seen her moment come and go, suffering a shin injury in training that may prohibit her from even making a run at a historic Olympics.


Perhaps the fates were cruelest to Dan Jansen, the holder of multiple world records in speedskating with a wealth of expectation to match, who was shut out of the medals in his first two Olympics in 1988 and 1992, and lost his first of two races in his last Olympics in 1994. Jansen, whose non-Olympic record makes him one of the greatest skaters of all-time, slipped and fell in both of his 1988 races, and in his first race of 1994 slipped enough to ruin his race in a cruel reprise of his failues of the past. Like a test-taker with near-perfect practice scores who blanks under pressure, Jansen went in to his last race frustrated, defeated, and, positively, with nothing to lose:

"I finally told myself, 'Just don't expect things anymore, and just go out and see what happens.'"

Perhaps because he finally took the pressure off of himself, Jansen dominated the 1,000 meter race - his last chance at Olympic glory - setting a world record in the process of finally winning a gold medal.

How does this relate to the GMAT?

As did Jansen, you'll have multiple attempts to achieve success on the GMAT - schools, with very few exceptions, will only care about your top score. Also like Jansen, you'll typically achieve that success when you distance yourself from the pressure of needing to excel, and instead allow yourself to just do what you already know how to do. The Olympics, like the GMAT, carry with them a lot of artificial pressure, but when broken down to the essentials - remaining aerodynamic and getting full power from each stride in skating; identifying the crucial elements of the question and carrying out your strategy on the GMAT - the tools to succeed under pressure are exactly those that allow you to be successful when the pressure is off. If you can emphasize the process of answering each question, rather than allowing yourself to be overwhelmed by the situation as a whole, you can retain that inner calm of knowing that you've accomplished each task dozens of times before. And if you keep in mind that delayed success can be just as rewarding as immediate glory - you can always retake the test if you need to - you may be just as relaxed your first time out as Jansen was on his last. In the end, on the GMAT as in the Olympics, having accomplished your goal is reward enough, regardless of the journey that it took to get there.

For more GMAT prep tips and resources, give us a call at (800) 925-7737. And, be sure to follow us on Twitter!

Read More >>
Bookmark and Share
 
Featured in Alltop Member of the Boxxet Network of Blogs, Videos and Photos Academics blogs alternative Blogs - BlogCatalog Blog Directory