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constant.rr is the mass, where g is the gravitationa.l which are and c, is a drag coefficient.Suchequations, of composed an unknown functionand its derivatives. are called dffirential equntions,,:TheY sometimes ate referred to as rate equationsbecausethey expressthe rate of change of a variable as'a"'functionof variables and parameters. u In Eq. 1PT6.l), the quantitybeingdifferentiated is called the dependent variable. The quantity with respectto which u is differentiated t is calledthe independent variable. When the function involves one independentvariable, the equation is called an ordinary
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urban Philadelphia Mercedes-Benz dealer. George combines his own sincerity and solid product knowledge with a studied appeal to a prospect s ego. He merges this ego appeal with the vehicle s ability to sell itself in a low-key presentation that usually works well. On the test drive, George describes the car s high points during the first half, when he drives. After he and the prospect change places, George watches for reactions but says little. If George learns a prospect is interested in another make, he never badmouths it, preferring to emphasize the Mercedes advantages. Half of George s business is from referrals and repeat customers, which he claims is the only way a luxury car salesperson can survive. He tries to be what he calls good people. Evidently, it works. He has become friends with many of his customers and is on track to sell about 120 high-ticket cars a year. This keeps him busy because, in the fiercely competitive luxury car market, only about one out of five encounters results in a sale. While the sales field does not always require a degree, many sales personnel possess a business or marketing degree, although prior sales experience and a proven track record can often outweigh any degree. A persistent yet pleasant personality is required for any successful salesperson, along with a strong focus on customer service.
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The market-timing strategies I have presented all have, as the centerpiece of their performance, the concept of being out of the market when the market is falling or expected to fall. The main concern is to protect your capital and to cut your losses. Investors will always be moved by fear and greed. When the market is rising, they look for more and more profits. When the market is falling they become so fearful that they freeze and do nothing. They rationalize it by saying that it is only a paper loss, and that history shows that the market always comes back. They stay the course when they should have acted and acted fast. They put their heads in the sand and pretend that the mounting losses are not happening to them. They think this will blow over and that everything will be fine. But the losses are real, not paper. For the day comes when they get so frightened or so tired of waiting for the turnaround or they become so enamored of the latest fad stock that they simply must get in on before it gets away from them that they bite the bullet and take the loss that had actually been incurred all along. That is the psychological nature of the investor and that is how it has always happened. Market timing attempts to avoid all that. Be true to your timing principles and be true to yourself and market timing can work for you. If by now you are convinced that market timing is the way to go, you have three options: 1. Consider using one or more of the strategies in this book, if you are comfortable that the strategy works and will work for you. Be sure to use stop-loss orders to prevent your drawdowns from getting out of hand. Protecting your principal and reducing your risk should be your main goals.
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The nebular theory explains why the planets orbit the Sun in a comparatively uniform manner. In addition, assuming that this theory is correct, we have good reason to believe that there are many such systems in our Milky Way galaxy, as well as in other galaxies, especially those of the spiral type with their abundant interstellar gas and dust. Astronomers have found evidence of other planetary systems. Flat, circular clouds or rings, thought to be accretion disks, have been observed by the Hubble Space Telescope. If we actually are looking at stars with planets forming around them or in orbit around them, then it means that our Solar System is not a freak cosmic accident. If the Universe is teeming with planetary systems like ours, it is tempting to believe that there are many Earthlike planets too and that some of these planets have evolved intelligent life. Critics of the nebular theory use the foregoing speculations against it. They say that hope drives the thinking of the proponents of the theory
The Laser Print Process Although some laser printers use slightly different processes, the one described here is the generally accepted order of events. Note that these events occur in cycles, so it is not as important to know which step is first or last; rather, it is order of events that is important. For example, some sources list charging as the first step, while others list cleaning as the first step. It doesn t really
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Figure 22-5. The organization of neuronal systems in the granular cortex, following the plan of Lorente de No. The black spheres represent points of synapse. A. Connections of efferent cortical neurons. B. Connections of intracortical neurons. C. Connections of afferent (thalamocortical) neurons. D. Mode of termination of afferent cortical bers. P, pyramidal cell; M, Martinotti cell; S, spindle cell; 1, projection efferent; 2, association efferent; 3, speci c afferent; 4, association afferent.
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The entire number is represented by the sum S = SA + SB. Mathematicians like to use the nonitalic, uppercase Greek letter sigma ( ) to represent sums of many numbers. We can get fancy and write the above expressions like this: A = (am 10m 1) + + (a3 102) + (a2 101) + (a1 100) and B = (b1 10 1) + (b2 10 2) + (b3 10 3) + + (bn 10 n) The entire number is therefore the sum = A + B. It s a good idea to remember this summation symbol. You ll come across it when you study higher algebra, precalculus, and calculus.
where V = [v ] is the skew symmetric matrix corresponding to v as de ned in eqn. (B.15). The trace of square matrix A Rn n is the sum of its diagonal elements
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