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This is your ho-hum, garden-variety spreadsheet that is sure to set everyone s eyes glazing if it is presented in a boardroom meeting. Your next step is to open Crystal Xcelsius. If you haven t installed it, now would be a good time (instructions for the installation are given in Appendix D). Launch Crystal Xcelsius and open the file called ch10_09XcelsiusStep1.xlf (see Figure 10-21). Several windows or panels should visible. The Components window contains a catalog of drag-and-drop widgets that you can place onto the work area (the central part of the screen). When you place a component onto the work area, it gets added to the list in your Object Browser, which you can see at the bottom-left corner of Figure 10-21. Notice that three components are listed (a rectangle, gauge, and horizontal slider), which match the object visible in the work area. You can turn off the visibility of an item in the work area by checking the box next to the appropriate item in the Object Browser. Double-clicking the item (either in the Object Browser, or the actual component in the work area) causes the component s Properties window to appear.

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If you re not familiar with CSS in general or, specifically, how it is applied in Dreamweaver, see 7.

To search for and replace a string among all open documents (or all HTML files in a particular directory, folder, or project), follow these steps: 1. Select Search Extended Replace (Ctrl+Shift+R). 2. Enter your selections in the Extended Replace dialog box, shown in Figure C-10. 3. Click the corresponding radio button to search all open documents or to specify a folder or project in which to search. 4. Select the Replace button. 5. You can see all of the matches in the Search Results tab. Double-click any match in the list to go directly to that file. Note that read-only files are not searched and that you are not prompted to confirm each replacement. Extended Searches work in the same manner as Extended Replaces.

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SECTION 40 Basics of Matrices and Vectors, page 124 Purpose This section is for reference and review only, the material being restricted to what is actually needed in this chapter, to make it self-contained Main Content Matrices, vectors Algebraic matrix operations Differentiation of vectors Eigenvalue problems for 2 Important Concepts and Facts Matrix, column vector and row vector, multiplication Linear independence Eigenvalue, eigenvector, characteristic equation Some Details on Content Most of the material is explained in terms of 2 2 matrices, which play the major role in Chap 4; indeed, n n matrices for general n occur only briefly in Sec 42 and at the beginning in Sec 43 Hence the demand of linear algebra on the student in Chap 4 will be very modest, and Sec 40 is written accordingly.

As stated in the previous section, you have many options for formats in the Save for Web & Devices dialog box. Which one should you use Each of these format types has advantages and disadvantages, and understanding the difference between them helps immensely as you design and build Web pages. This section thoroughly discusses each format and walks you through the various options associated with each one.

<head> <link rel="start" href="introduction.html"/> <link rel="prev" href="chapter-21.html"/> <link rel="next" href="chapter-23.html"/> <title>Freedonia History: 22</title> </head>

In particular, eigenvalue problems lead to quadratic equations only, so that nothing needs to be said about difficulties encountered with 3 3 or larger matrices Example 1 Although the later sections include many eigenvalue problems, the complete solution of such a problem (the determination of the eigenvalues and corresponding eigenvectors) is given in Sec 40 SECTION 41 Systems of ODEs as Models, page 130 Purpose In this section the student will gain a first impression of the importance of systems of ODEs in physics and engineering and will learn why they occur and why they lead to eigenvalue problems.

is said to be a cyclic sh@ of c to the right. A shift by r places to the right produces the . 1 vector (Cn-r, ~ n - ~ + i , . . , ~ ~ - C O,, ci, . . . ,C n - r - 1 ) .

he easy part of creating bulleted lists and numbered lists in InDesign is using the software. The hard part can be deciding how much space to use. For example, how much space goes between a bullet and the text following it Amateur publishers or designers, who are likely to be thinking in inches rather than points or picas, are likely to use too much space. They re tempted to use 0.25", 0.125", or another nice fraction of an inch for spacing rather than a more appropriate value such as 6 points. When deciding on spacing, consider the following:

Tavlarides (1981)

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