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With eigenvectors of unit length, the cosine of the angle between two eigenvectors is the dot product. Note that the transpose of a product of matrices satisfies equation 7.19. For why this is true, see problem 7.5. Since vectors are also matrices, this equation still is true when N is a vector. Using these two facts, it is easy to show that for a correlation matrix, two eigenvectors corresponding to two different nonzero eigenvalues must be orthogonal, that is, the dot product is 0.

Now the image has had its brightness and contrast fine tuned. We know where the darkest and lightest parts of the image are, and we know that we re holding detail in them. This valuable information is provided by the clipping preview function in the Levels command.

Static: With static mapping, an internal private address range is mapped on a one-to-one basis to an external address range. Port forwarding: With port forwarding mapping, packets arriving at the external public interface are routed on a specified port to an internal host that is specified in the mapping. Port: With port mapping, an internal private range of addresses is hidden behind a single external address. The external addresses are distinguished by using dynamically assigned port numbers. Pooled: With pooled mapping, an internal private address range is dynamically mapped to the next available address from a range of external public addresses.

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4. Click Browse. Locate and select the video to use, and click OK to return to the Insert Object dialog box. See Figure 17-3.

1 2 3

= lim B(O+ Pth) -

which, after rewriting the vectors pi in terms of z1 yields z,(R2A2 + RIAl + R Ao) = 0. (8.17)

PowerPoint uses Format dialog boxes that are related to the various parts of the chart. These dialog boxes are nonmodal, which means that they can stay open inde nitely, that their changes are applied immediately, and that you don t have to close the dialog box to continue working on the document. Although this is handy, it is all too easy to make an unintended formatting change. To clear the formatting that is applied to a chart element, select it and then, on the Format tab, click Reset to Match Style. This strips off the manually applied formatting from that element, returning it to whatever appearance is speci ed by the chart style that you have applied.

Remember that you need a floating viewport to see your model on a paper space layout. The default is one floating viewport. Floating viewports have properties that are important to understand when you re creating layouts in paper space: n Unlike tiled viewports (which I cover in 8), floating viewports are actual objects that you can erase, move, and stretch. They can and should be on separate layers, so that you can control the visibility of the viewport borders when desired. They don t need to take up the entire screen. You can change their size and location freely. n In paper space, the crosshairs are not limited to one floating viewport. n You can separately set the visibility of the UCS icon in each floating viewport. n You can create as many viewports as you want, but don t go overboard! n After you create floating viewports, you can switch to model space and work on your models while still on the layout. To do so, double-click inside a viewport. You do this mostly to adjust the view of the model in the viewport. In model space, floating viewports are similar to tiled viewports in that only one can be active at a time. Whatever you draw in paper space does not affect your models; it exists only in paper space and disappears when you click the Model tab or button.

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