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Auto Playlists are worth creating because they track your media library and can automatically update Playlists for you. You can create a Playlist, for example, of your favorite pop songs. The list would contain all of your favorites, but what if you added a few new songs to your music library You would have to go to Windows Media Player and edit the list by manually adding the new songs. With your own auto Playlists you can create a list of favorite pop songs and have Media Center add any new pop songs you add to your music library in the future. You can even set it where the songs are only added if you rate them or play them a few times rst to make sure that they are favorites. To create your own auto Playlist, you need to leave Media Center and go to Windows XP and launch Windows Media Player. Once there, click on Music Library from the menu choices on the left side of the screen, and from the top menu bar choose Playlists, as shown in Figure 13-3. Choose Auto Playlist and you see the menu shown in Figure 13-4, where you can enter the criteria you choose for your auto Playlist.

I n most businesses there is a delicate balance between delivering a competitive business value proposition and maximising profits. E-businesses are certainly n o different, although because of the pace and scope of change in the online world it is more important than ever to understand and monitor the key financial indicators and issues affecting profitability. It is perhaps an irony that the source of change and inherent instability, the online environment, also holds the key to the business s salxTation: the facility rapidly and routinely to assemble and analyse critical business information and data. These are often described in the form of key performance indicators (KPIs) relating to customers, markets, prices, competitors, products, key trends and costs. Effective monitoring requires the following:

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12.2. Derive (12.5) (both equations). 12.3. In (12.6) let h = , and let N = M = 4, and for convenience let fk,n = (xk , yn )/ . De ne the vectors V = [V1,1 V1,2 V1,3 V2,1 V2,2 V2,3 V3,1 V3,2 V3,3 ], f = [f1,1 f1,2 f1,3 f2,1 f2,2 f2,3 f3,1 f3,2 f3,3 ]. Find the matrix A such that AV = h2 f . Assume that V0,n = Vk,0 = Vk,4 = V4,n = 0 for all k, and n. 12.4. In (12.6) let h = = 1 , and N = M = 4, and assume that (xk , yn ) = 0 4 for all k, and n. Let x0 = y0 = 0. Suppose that V (0, y) = V (x, 0) = 0, V (x, 1) = x, V (1, y) = y. Find the linear system of equations for Vk,n with 1 k, n 3, and put it in matrix form. 12.5. Recall the previous problem. (a) Write a MATLAB routine to implement the Gauss Seidel method (recall Section 4.7). Use your routine to solve the linear system of equations in the previous problem. (b) Find the exact solution to the PDE Vxx + Vyy = 0 for the boundary conditions stated in the previous problem.

Figure 4.55 Normalised output for a tuned load PA (dotted) and Class-FG PA (solid): (a) quadratic and (b) square drain current waveform

Summary risk profile: Agreed priority Likelihood High (A or B) Medium (C) Low (D or E) Summary of Extreme or High risks: High (A or B) Impact Medium (C) Low (D or E) The number of risks in each inherent risk rating Extreme High Medium Low

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Figure 7-5 shows the new tables holding the original data. Here I ve sorted the matches by wrestler name to make it easier to see the relationship between the two tables. (It s a mess if you sort the matches by time.)

On the CD-ROM The drawing used in the following exercise on using DIMEDIT and DIMTEDIT to edit dimensions, ab14-g.dwg, is in the Drawings folder on the CD-ROM.

Figure 17-16

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