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In object-oriented programming it is sometimes helpful to define what a class must do, but not how it will do it You have already seen an example of this: the abstract method An abstract method declares the return type and signature for a method, but provides no implementation A derived class must provide its own implementation of each abstract method defined by its base class Thus, an abstract method specifies the interface to the method, but not the implementation Although abstract classes and methods are useful, it is possible to take this concept a step further In C#, you can fully separate a class interface from its implementation by using the keyword interface Interfaces are syntactically similar to abstract classes However, in an interface, no method can include a body That is, an interface provides no implementation whatsoever It specifies what must be done, but not how Once an interface is defined, any number of classes can implement it Also, one class can implement any number of interfaces To implement an interface, a class must provide bodies (implementations) for the methods described by the interface Each class is free to determine the details of its own implementation Thus, two classes might implement the same interface in different ways, but each class still supports the same set of methods Therefore, code that has knowledge of the interface can use objects of either class since the interface to those objects is the same By providing the interface, C# allows you to fully utilize the one interface, multiple methods aspect of polymorphism

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Part I:

Note that a parabola y = Ax 2 + Bx + C has three undetermined coefficients, so three points as in ( ) will determine A, B, C and pin down the parabola In fact (pictorially) the difference between the parabola and the graph of f is so small that the error is almost indiscernible This should therefore give rise to a startling accurate approximation, and it does Summing up the areas under all the approximating parabolas (we shall not perform the calculations) gives the following approximation to the integral:

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Interfaces are declared by using the interface keyword Here is a simplified form of an interface declaration: interface name { ret-type method-name1(param-list); ret-type method-name2(param-list); // ret-type method-nameN(param-list); } The name of the interface is specified by name Methods are declared using only their return type and signature They are, essentially, abstract methods As explained, in an interface, no method can have an implementation Thus, each class that includes an interface must implement all of the methods In an interface, methods are implicitly public, and no explicit access specifier is allowed Here is an example of an interface It specifies the interface to a class that generates a series of numbers

public interface ISeries { int GetNext(); // return next number in series void Reset(); // restart void SetStart(int x); // set starting value }

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The name of this interface is ISeries Although the prefix I is not necessary, many programmers prefix interfaces with I to differentiate them from classes ISeries is declared public so that it can be implemented by any class in any program In addition to methods, interfaces can specify properties, indexers, and events Events are described in 15, and we will be concerned with only methods, properties, and indexers here Interfaces cannot have data members They cannot define constructors, destructors, or operator methods Also, no member can be declared as static

Here is the output from the program:

f (x0 ) + 4 f (x1 ) + 2 f (x2 ) + 4 f (x3 )

As you can see, the original string orgstr is unchanged, and substr contains the substring One more point: Although the immutability of string objects is not usually a restriction or hindrance, there may be times when it would be beneficial to be able to modify a string To allow this, C# offers a class called StringBuilder, which is in the SystemText namespace It creates string objects that can be changed For most purposes, however, you will want to use string, not StringBuilder

Part I:

A string can be used to control a switch statement It is the only non-integer type that can be used in the switch The fact that strings can be used in switch statements makes it possible to handle some otherwise difficult situations quite easily For example, the following program displays the digit equivalent of the words one, two, and three :

+2 f (x4 ) + + 2 f (xk 2 ) + 4 f (xk 1 ) + f (xk ) If it is known that the fourth derivative f (iv) (x) satisfies | f (iv) (x)| M on [a, b], then the error resulting from Simpson s method does not exceed M (b a)5 180 k4

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