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EXAMPLE 6.4 Pointer Values Are Addresses main0 int n = 33; int* p = &n; // p holds the address of n tout -KC "n = H -CC n << ", &n = ' << &n << ", p = " -C-C tout << "scp = ' -cc &p << endl;

p C-C endl;

The pointer variable p and the expression &n have the same type (pointer to int) and the same value (0x3 f f f d14). That value is stored at memory location 0x3 f f f dl0:

In object-oriented development ( 11), both the problem in the problem domain and the solution in the machine space are described in terms of objects In the solution, these objects normally become classes As the requirements and design phases of software development progress, the objects switch from being representations of the things in the problem domain to being programming structures in the software Object models represent entities and relationships between entities Each box represents a type of object, and the name, attributes, and the methods of the object are listed inside the box The top section of the box is for the name of the object, the second section is for the attributes, and the bottom section is for the methods An arc between two objects represents a relationship between the objects Arcs may be labeled in the center with a name of the association.

8.51 Implement the following additional member functions for the Rat ional class: int isEqualTo(Rationa1); int isGreaterThan(Rationa1); int isLessThan(Rationa1);

So, for example, the call X. isGreaterThan (y) would return 1 or 0 according to whether the Rational object x is greater than the Rational object y. Note that this simulates the operator > for the Rat ional class.

8.52 Implement the following additional constructor for the Rat ional class: Rational(Float);

So, for example, the declaration Rational x ( 3 .14 ) x that represents the fraction 157/50.

The roles may be labeled at the opposite end Also, at each end a multiplicity may be given indicating how many di erent associations of the same kind are allowed The three major types of relationships are (1) inheritance, (2) aggregation, and (3) association An inheritance relationship implies that the object at the bottom of the arc is a special case of the object at the top of the arc For example, the top object might be a vehicle and the bottom object a car, which is a kind of vehicle This is often called an is-a relationship An aggregation relationship implies that the object at the bottom of the arc is a component of the object at the top of the arc For example, the top object might be a car and the bottom object might be the engine This is often called a part-of relationship.

complex number x -t y i, storing the real part x and the imaginary part y as real numbers of type double. Include a default constructor, a copy constructor, access functions, a norm ( > function that returns the norm (magnitude) of the complex number, an i sEqualTo ( complex) function,andarithmeticfunctions plus(Complex), minus(Complex), times(Complex), and dividedBy(Complex).

8.54 Implement the following additional constructor for the Complex class (Problem 8.25): Complex(Rationa1);

Rational Complex x(22,7); z(x);

would construct the Rat ional object x that represents the fraction 22/7 and the Complex object z that represents the real number 3.14159. 8.55 Implement the following additional functions for the Point class (Problem 8.17):

The nal type of relationship is an association, and this arc implies that somehow one of the objects is associated with the other object For example, a father-son relationship is an association This relationship may be two-way, or it might only be one-way Although there are many di erent notations, we will use a notation compatible with the Uni ed Modeling Language (UML) standard1.

float Point dot(Point); cross(Point);

The dot ( > function returns the dot product (scalar product), and the cros s ( > returns the cross product (vector product).

8.57 Modify the String class (Problem 8.21) by adding the function String substr(short start, short length);