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As you can see, Supplement is initialized to the string None by the constructor There is no way of using the constructor to assign it a different initial value However, because Supplement is a public field of RemarkAttribute, it can be used as a named parameter, as shown here:

[RemarkAttribute("This class uses an attribute", Supplement = "This is additional info")] class UseAttrib { // }

The importance of the derivative is two-fold: it can be interpreted as rate of change and it can be interpreted as the slope Let us now consider both of these ideas

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Pay close attention to the way RemarkAttribute s constructor is called First, the positional argument is specified as it was before Next is a comma, followed by the named parameter, Supplement, which is assigned a value Finally, the closing ) ends the call to the constructor Thus, the named parameter is initialized within the call to the constructor This syntax can be generalized Position parameters must be specified in the order in which they appear Named parameters are specified by assigning values to their name Here is a program that demonstrates the Supplement field:

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Everyone who writes for business will bene t from this book Experienced writers will enjoy a refresher course and pick up dozens of timesaving tips Novices will learn an approach proven to quickly and ef ciently generate written communications You will learn everything you need to know to get your ideas across clearly and persuasively Through exercises and practice and by reading alternative solutions to the exercises you ll learn how to use my tried-and-true three-step model to dramatically improve your writing

// Use a named attribute parameter using System; using SystemReflection; [AttributeUsage(AttributeTargetsAll)] public class RemarkAttribute : Attribute { string pri_remark; // underlies Remark property public string Supplement; // this is a named parameter public RemarkAttribute(string comment) { pri_remark = comment; Supplement = "None"; } public string Remark { get { return pri_remark; } } } [RemarkAttribute("This class uses an attribute", Supplement = "This is additional info")] class UseAttrib { // } class NamedParamDemo { static void Main() { Type t = typeof(UseAttrib); ConsoleWrite("Attributes in " + tName + ": ");

17:

= value;

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Suppose that (t) represents the position (in inches or feet or some other standard unit) of a moving body at time t At time 0 the body is at (0), at time 3 the body is at (3), and so forth Imagine that we want to determine the instantaneous velocity of the body at time t = c What could this mean One reasonable interpretation is that we can calculate the average velocity over a small interval at c, and let the length of that interval shrink to zero to determine the instantaneous velocity To carry out this program, imagine a short interval [c, c + h] The average velocity of the moving body over that interval is vav (c + h) (c) h

Part I:

Output from this program is shown here:

Original value of obMyProp: 0 Value of obMyProp: 100 Attempting to assign -10 to obMyProp Value of obMyProp: 100

This is a familiar expression (see ( )) As we let h 0, we know that this expression tends to the derivative of at c On the other hand, it is reasonable to declare this limit to be the instantaneous velocity We have discovered the following important rule: Let be a differentiable function on an interval (a, b) Suppose that (t) represents the position of a moving body Let c (a, b) Then (c) = instantaneous velocity of the moving body at c Now let us consider slope Look at the graph of the function y = f (x) in Figure 26 We wish to determine the slope of the graph at the point x = c This is the same as determining the slope of the tangent line to the graph of f at x = c, where the tangent line is the line that best approximates the graph at that point See Figure 27 What could this mean After all, it takes two points to determine the slope of a line, yet we are only given the point (c, f (c)) on