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Table 17.5 Effects of sibutramine on metabolic and cardiovascular risk factors in obese subjects. Placebo Systolic blood pressure (mm Hg) Diastolic blood pressure (mm Hg) Total cholesterol (% change) LDL-cholesterol (% change) HDL-cholesterol (% change)

Example 33 Figure 6.8shows outage capacity versus SNR at different outage requirements. Figure 6.9 shows outage capacity versus different outage requirements a t SNR=lOdB. T h e t w o figures only show t h e situation w h e n outage probability is reasonable (<O.4). A s outage probability increases, t h e differences in s y s t e m performance corresponding t o different configurations diminish. T h i s result indicates that a t a modest outage probability, t h e t r a f i c channel configuration plays a n insignificant role in t h e s y s t e m performance.

Relational databases are by far the most common type of database in use today and they are the topic of most of this book and the majority other database books. The next chapter describes relational databases in greater detail. It explains the basic relational concepts that you need to understand to design and build effective relational databases. Before you move on to 3, however, use the following exercises to test your understanding of the material covered in this chapter. You can nd the solutions to these exercises in Appendix A.

Caution AutoCAD and AutoCAD LT round off measurements to the nearest precision value you choose. Say that you choose a precision of two decimal places, using decimal units. You want to draw a line so that it is 3.25 units long, but when you type the coordinate, by accident you press the 4 key at the end, resulting in a line 3.254 units long. This line is displayed as 3.25 units long, making it difficult for you to spot the error. Therefore, setting a higher precision than you need to show is a good idea.

normalvariate(mu,sigma) The normal distribution. Mean is mu, and the standard deviation is sigma. paretovariate(a) The Pareto distribution. Probability density is a / x a + 1 for x >=1 vonmisesvariate(mu,kappa) The Von Mises distribution. Mean angle (in radians) is mu, and kappa is the concentration parameter. weibullvariate(a,b) The Weibull distribution. Probability density is x -1esp(- x -1) . a must be greater than 0; b must be at least 1. Same as the exponential distribution if b=1.

Figure 19.4 In 1989 a work ow study conducted at the Baltimore VA Medical Center determined that 59 steps (blue) were involved in a lm-based environment from the point of request to the report on an inpatient s chest radiograph. (Courtesy of Dr. E. Siegel)

4. In the Name text box of the Block Definition dialog box, type 1-5 amp fuse. 5. Click Select Objects to return to the drawing temporarily. 6. Select the boxed objects shown in Figure 18-4 (the two lines of text, the two circles, and the two arcs). Press Enter to end selection and return to the dialog box. Under the Select Objects button, the dialog box displays 6 objects selected. 7. Click Pick point in the Base point section of the dialog box. 8. In the drawing, use the Quadrant object snap to pick 1 in Figure 18-4. 9. In the dialog box, select Delete. The Insert Units should be Unitless. Leave the Description blank. The Open in Block Editor check box should not be checked. Click OK to return to your drawing. This action erases the objects that made up the block. 10. To check that the block has been created, choose Make Block from the Draw toolbar. Click the Name drop-down arrow to see your block. Click Cancel. 11. Save your drawing.