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If the shape of the original population is not normal, or unknown, and the sample size is small, then the shape of the sampling distribution will be similar to that of the original population. For example, if a population is skewed to the right, we would expect the sampling distribution of the mean for small samples also to be somewhat skewed to the right, although not as much as the original population. When the sample size is large, we have the following result, known as the central limit theorem: For large n, the sampling distribution of x will be approximately normal. The larger is n, the more normal will be the shape of the sampling distribution. A rough rule-of-thumb for using the central limit theorem is that n should be at least 30, although the sampling distribution may be approximately normal for much smaller values of n if the population doesn t depart markedly from normal. The central limit theorem allows us to use normal calculations to do problems involving sampling distributions without having to have knowledge of the original population. Note that calculations involving z-procedures require that you know the value of , the population standard deviation. Since you will rarely know , the large sample size essentially says that the sampling distribution is approximately, but not exactly, normal. That is, technically you should not be using z-procedures unless you know but, as a practical matter, z-procedures are numerically close to correct for large n. Given that the population size (N) is large in relation to the sample size (n), the information presented in this section can be summarized in the following table:

A WizardStep object represents one of the child views that the wizard can display. The WizardStep class ultimately derives from View and adds just a few public properties to it. A View object represents a control that acts as a container for a group of controls. A view is hosted within a MultiView control. To create its output, the wizard makes internal use of a MultiView control. However, the wizard is not derived from the MultiView class. You define the views of a wizard through distinct instances of the WizardStep class, all grouped under the <WizardSteps> tag. The <WizardSteps> tag corresponds to the WizardSteps collection property exposed by the Wizard control:

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Whatever is passed on the query string is considered to be a WHERE clause to restrict the database query, so here s how you can display all the publishers in a given U.S. state:

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part of the design is written using a strange VHDL style, the synthesizer can produce an output netlist that does not exactly match the RTL input in terms of functionality. Most designers like to run a quick check on the results of the synthesis tool to make sure the synthesis tool produced a functionally correct output. To do this, the designer runs a functional gate-level verification. The designer reads the output VHDL netlist from the synthesis tool plus a library of the synthesis primitives into the VHDL simulator and runs the simulation using the RTL verification vectors. If the design matches, then the synthesis tool did not produce logic mismatches; if it does not match, the designer needs to debug the VHDL RTL description to see what is wrong. The most common method for performing this step is to run a VITAL simulation of the netlist from the synthesis tool. For a completely functional simulation, no timing is back-annotated. If the synthesis tool supports estimated timing and SDF file generation, the synthesis tool could write the VHDL netlist and an SDF timing file for the design. The designer could use these two files to run a VITAL simulation with estimated timing. After the design has been functionally verified, it is passed to the place and route tools to implement the design.

\i386 Contains i386 folder contents from the Windows XP Professional product CD, and optionally, the $$Rename.txt file. \$OEM$ Contains all supplemental files for the operating system installation.

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