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Right triangles are triangles in which one of the angles has a measure equal to 90 The beauty of a right triangle is that the lengths of its sides relate to one another according to the Pythagorean Theorem The Pythagorean Theorem has been invoked over and over by GMAT problems in the past We re not sure who decided that mastering the Pythagorean Theorem was an important hurdle to clear for admission to an MBA program, but there it is The good news is that you almost certainly knew it once, and if you don t remember it, it s easy to memorize again The theorem states that, where A and B are the lengths of the legs of a right triangle and C is the length of the hypotenuse:

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the risk the same way regardless of the outcome of their last trade or their last 10 trades The same traits people exhibit in their professional and social lives will show up in their trading habits The good thing about discipline, as any drill sergeant will tell you, is that it can be taught Often the hardest things for people to do are to have the discipline to evaluate themselves honestly and identify their weaknesses If they can come to terms with that and come up with a plan to discipline themselves, they are on their way to becoming successful in more than just trading To simplify things, remember that the only goal a trader should have is to have the discipline to follow her trading plan, which we will be covering shortly Discipline also means always using a stop-loss order, which is an order that is entered after you initiate a position that automatically will take you out of that position with a loss if the market moves against you We will cover Stop-loss orders in more detail in 12 It is impossible for us to talk to you about trading without making sure you know how to use stoploss orders

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A2 + B2 = C 2 Pythagoras is a Dead Greek Guy, and his original proof is a beautiful thing to behold Fortunately, you will never in your life be asked to reproduce it As we noted earlier, however, you do need to be very careful in identifying just which are the sides, and what is the hypotenuse There are a few problems from past GMATs in which those things have not been obvious You also need to be careful when applying the Pythagorean Theorem that you use the order of operations correctly Remember to square A and square B separately and then add the results together This is especially important to remember when you are solving for the length of the hypotenuse A very common mistake made when using the Pythagorean Theorem is to distribute the square root over the A 2 + B 2: A2 + B2 A + B Note that the little square at the vertex of sides A and B is meant to denote that the angle is a right angle (90 ) That will be important on the GMAT, since the current test-writing regime uses the same notation Note also that there are right triangles that are also isosceles triangles (as in the figure here), but that there are no right equilateral triangles In the latter case, that s because we cannot (at least not in Euclidean space) have a triangle with three angles each of 90 That would violate the rule that the measures of the three angles of a triangle must add up to 180

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A special case of triangle that shows up frequently on GMAT questions is the right isosceles triangle The three angles within right isosceles triangles have measures of 45 45 90 For right isosceles triangles, the Pythagorean Theorem reduces to C 2 = A 2 + A 2 C 2 = 2A 2