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In the previous example, we calculated the dollar weighted return for our $1 million investment in CAM for the month of January. Let s extend the example to include performance for the following month. To calculate the February return, we use the market value at the end of January as the beginning market value ($1,100,000). The value of the portfolio at the end of February was $1,200,000. Using the formula for dollar weighted return, we calculate the following: February Return $1, 200, 000 $1,100, 000 $100, 000 = 0.091 (in decimal format) = $1,100, 000 $1,100, 000 In percentage terms, the February return was: 0.091 100 = 9.10%. Total Period Return (January and February) $1, 200, 000 $1, 000, 000 $200, 000 = 0.20 = $1, 000, 000 $1, 000, 000 In percentage terms, the total period return was: 0.2 100 = 20.0%. Let s summarize: Initial market value (12/31): Ending market value (2/28): % Return 10.00% 9.10% 20.00% $1,000,000 $1,200,000 Gain/Loss $100,000 $100,000 $200,000

The effect of speaking context on elicitation of habitual pitch Journal of Voice, 20, 545 554 Zuckerman, M, DeFrank, R S, Hall, J A, Larrance, D T, & Rosenthal, R (1979) Facial and vocal cues of deception and honesty Journal of Experimental Social Pychology, 15, 378 396 Zuckerman, M, DePaulo, B M, & Rosenthal, R (1981a) Verbal and nonverbal communication of deception In L Berkowitz (Ed), Advances in.

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The intensity distribution equal to U 2 x0 ; y0 ; z is known as the Airy pattern. It is given by 2 2 h q i2 kD I x0 ; y0 ; z somb D fx2 fy2 8z The Fraunhofer diffraction intensity from the same square aperture of Figures 5.2 is visualized in Figures 5.5 and 5.6. Figure 5.5 is the Fraunhofer intensity diffraction pattern from the square aperture. Figure 5.6 is the same intensity diffraction pattern as a 3-D plot. EXAMPLE 5.9 Determine when the Fraunhofer region is valid if the wavelength is 0.6 m (red light) and an aperture width of 2.5 cm is used. Solution: z) kL2 pL2 1 1 2 l

The de nitions used to describe a geographical information system apply equally to a land information system (LIS) and an automated mapping/facilities management system (AM/FM) or any other spatially referenced information management systems. What is a GIS Here s one de nition: a set of tools for collecting, storing, retrieving at will, transforming, and displaying spatial data from the real world for a particular set of purposes [Burrough, 1986]. There is, however, still no widespread agreement on the de nitions and taxonomy of these systems. There are no hard boundaries between their use, application or speci cation. This is particularly true at the international level. The United Kingdom and the United States generally use GIS to cover all types of systems. The Lands Directorate, Environment Canada, original users of Canada Land Data Systems (CLDS) [Tomlinson, 1984], the rst recognized GIS in the world [Crain and MacDonald, 1983], provide a short and clear de nition: Geographical Information Systems (GIS) are systems designed to store and manipulate data which relate to locations on the Earth s surface [Poiker et al., 1985]. These early de nitions of what constitutes a GIS are still valid today, and are intrinsic to a more modern and broader de nition such as: Any system that handles geo-referenced data may be considered to be a GIS. 2.1. The Basic Idea

For a subset of n observations, the SSE value is computed where yi is the individual value for the response, and is the average value for the subset. To illustrate, Table 6.19 y is processed to identify the best split. The variable Weight is assigned as a descriptor and MPG will be used as the response variable. A series of splitting point values for the variable Weight will be used: 1693, 1805, 1835, 3225, 4674, 4737, and 4955. These points are the midpoints between each pair of values and were selected because they divided the data set into all possible two-ways splits, as shown in Figure 6.43. In this example, we will only calculate a score for splits which result in three or more observations, that is Split 3, Split 4, and Split 5. The MPG response variable is used to calculate the score.

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