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When you use the random method, Flash generates a random value between 0 and 1. When you multiply this value by a whole number, Flash does not round the number up or down. If you re creating a random value to reference a frame or need a randomly generated whole number for your script, you need to add additional code to round the number up or down. To do this, you use the round method of the Math object. The example below shows you how to create a variable that has a value equal to a variable number that has been rounded off. To round a random value: 1. Follow Steps 1-4 of the previous section to create a variable called myRandomNum. 2. Place your cursor inside the Value field. 3. In the left pane of the Actions panel, click Objects Core Math Methods. 4. Double-click the round method to add it to your script. In the Value field the following code is added: Math.round(). You enter the value you want Flash to round between the parentheses. 5. Place your cursor between the parentheses and in the left pane of the Actions panel, double-click random. The code in the Value field should now read: Math.round(Math.random()).

Since beverage revenue is generally more profitable than food revenue, sales efforts should be directed toward promoting beverage revenue (wine with meals, for example) to increase the ratio. Percentage of Beverage Revenue and/or Food Revenue to Rooms Revenue This would apply to a hotel. The calculation is similar to the percentage to revenue example shown for the previous ratio. In this case, the room revenue becomes the denominator, and the numerator is either food or beverage sales revenue. A change in the revenue mix among departments (as indicated by a change in the percentages) can be important because some departments are more profitable than others. Advertising dollars are often more beneficially spent, from a cost/benefit point of view, on departments or areas with the highest gross margin or profitability before operating expenses.

where the last inequality follows because Y is a binary random variable. Equality is achieved when the input distribution is uniform. Hence, the information capacity of a binary symmetric channel with parameter p is C = 1 H (p) bits. (7.7)

Global Positioning: Technologies and Performance. By Nel Samama Copyright # 2008 John Wiley & Sons, Inc.

Apart from slot-load versus tray-load mechanisms, the major distinction among optical drive technologies is form factor. Common dimensions measure anywhere from 146 41.2 177.5 mm and up for a modern desktop optical drive. Unusual and creative uses come from the laptop world, where slim-line drives reign supreme and stand a mere 12 mm (not quite half of an inch) high and easily adapt to most desktops with the appropriate backplane converter (44 pin to 40 pin IDE). However, these drives carry a premium for their small size. For completeness, some unconventional methods, requiring expertise to set up and operate, are noted in the following sidebar.

B.3.2

. . . . .

We will now derive the so-called nucleation theorem that connects the excess number of molecules in the critical cluster and the derivative of the work of formation with respect to the vapour-phase chemical potential. In order to do this, we go back to Equations (2.40) and (2.41). (Note that at this point the dividing surface is not xed.) We take the partial derivative of Equation (2.41) with respect to the chemical potential v in the vapour phase: V (PV Pl ) W Vl = Vl + (PV Pl ) l + + v v v Vl v v (2.71)

The core of the signaling information is carried in the SIF (see Figure 13.10). The TUP label was described brie y in Section 13.7.2.1. Several signal message formats and codes are described in the following paragraphs. These follow the TUP label. One typical message of the TUP is the initial address message (IAM). Its format is shown in Figure 13.11. A brief description is given of each sub eld, providing further insight of how SS No. 7 operates. Common to all signaling messages are the sub elds H0 and H1. These are the heading codes, each consisting of 4 bits, giving 16 code possibilities in pure binary coding. H0 identi es the speci c message group to follow. Message group means the type of message. Some samples of message groups are:

Coef -2.05100 -0.0369891 2.11844