FIGURE 7.10 Table Representation of an MVD in Software

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7 Normalization of Relational Tables 223 Another important consideration in asserting functional dependencies is the minimal i s m o f the L H S . It is important to distinguish w h e n one column alone is the determinant versus a combination o f columns. A n F D in which the LHS contains more than one column usually represents an M - N relationship. For example, the statement, "The order quantity is collected for each product purchased in an order" translates to the F D OrdNo, ProdNo > OrdQty. Order quantity depends o n the combination o f order number and product number, not just one o f these columns. minimal determinant Part o f the confusion about the minimalism o f the LHS is due to the meaning o f columns in the left-hand versus right-hand side o f a dependency. To record that student Social Security number determines city and class, y o u can write either StdSSN > StdCity, StdClass (more compact) or StdSSN > StdCity and StdSSN > StdClass (less compact). If you assume that the e-mail address is also unique for each student, then y o u can write
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Value Syntax inline | block | list-item | run-in | compact | marker | table | inline-table | table-row-group | table-header-group | table-footer-group | table-row | table-column-group | table-column | table-cell | table-caption | none | inherit Initial Value inline Percentages n/a Inherited no Applies to all elements Media Groups all
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public static int CompareOrdinal(string strA, int indexA, string strB, int indexB, int length) public int CompareTo(object value)
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FIGURE 1.8 Result of Executing Query in Figure 1.7
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// Uppercase letters. #include <iostream> using namespace std;
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If a liquid sits in a tank, then it exerts force on the side of the tank. This force is caused by gravity, and the greater the depth of the liquid then the greater the force. Pascal s principle asserts that the force exerted by a body of water depends on depth alone, and is the same in all directions. Thus the force on a point in the side of the tank is defined to be the depth of the liquid at that point times the density of the liquid. Naturally, if we want to design tanks which will not burst their seams, it is important to be able to calculate this force precisely. Imagine a tank of liquid having density pounds per cubic foot as shown in Figure 8.35. We want to calculate the force on one flat side wall of the tank. Thus we will use the independent variable h to denote depth, measured down
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Low Intermediate High
Downloaded from Digital Engineering Library @ McGraw-Hill ( Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.
1.8.3 Improved Seismic Resistant Design and Erosion Science
To Create an AIE Using the Presentation Server Console
Learning Objectives
Data and Observations
8. Measuring and Using Numbers Use the mass of acetic acid and the total mass of the
Acid or base
them require frequent maintenance. There are dual aspects to system maintenance: process and technology.
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