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template<class T> class Matrix { public: Matrix(unsigned r=l, unsigned c=l) : row(r) { for (int i=O; i<r; i++) row[i] = new VectorcT>(c); } -Matrix0 { for (int i=O; i<row.size(); i++) delete row[i]; > Vector<T>& operator[] (unsigned i) const { return *row[i]; } unsigned rows0 { return row.size(); } unsigned columns0 { return row[O]->size(); } protected: VectorcVectorcT>*> row;

Here the only data member is row, a vector of pointers to vectors. As a vector, row can be used with the subscript operator: row [ i ] which returns a pointer to the vector that represents the ith row of the matrix. The default constructor assigns to each row [ i ] a new vector containing c elements of type T. The destructor has to de 1 et e each of these vectors separately. The rows ( ) and columns() functions return the number of rows and columns in the matrix. The number of rows is the value that the member function size ( ) returns for the Vet tor<Vec tor<T>*> object row. The number of columns is the value that the member function s i ze ( > returns for the Vet tor<T> object *row [ 0 ] , which can bereferencedeitherby (*row[O]).size() orby row[O]->size().

The first of these two special constructors is called the defadt consmmr; it is called automatically whenever an object is declared in the simplest form, like this:

1. Calculate the Chidamber metrics for the following code that maintains an array of people/students: class person{ char* name; char* ssn; public: person(){name = new char[NAMELENGTH]; ssn = new char[SSNLENGTH];} ~person(){delete name; delete ssn;} void addName(char* newname){strcpy(name, newname);} void addSsn(char* newssn){strcpy(ssn, newssn);} char* getName(){return name;} void virtual display(){cout << the person s name is <<name;} }; class student public person { oat gpa; public: void addGpa( oat newgpa){gpa = newgpa;} void display(){cout<< the student s name is <<getName()<< and gpa is << gpa;} };

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The second of these two special constructors is called the COPY automatically whenever an object is copied (i.e., duplicated), like this:

Looking closer at DocumentHandler, we see that it contains the following methods: Public abstract void startDocument() throws a SAXException error. Public abstract void endDocument() throws a SAXException error. Public abstract void startElement(String name, AttributeList atts) throws a SAXException error. Public abstract void endElement(String name) throws a SAXException error. These are a bit reminiscent of the IDL interface in syntax by declaring scope (public), datatype, and the like. When working with handlers, you need to implement the abstract functions of the handler, instantiate a new handler, and set the handler to the parser.

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class personlist { person* list[MAX]; int listIndex; public: personlist(){listIndex = 0;} void addPerson(char* newname, char* newssn){list[listIndex]=new person; list[listIndex]->addName(newname); list[listIndex] ->addSsn(newssn); listIndex++;} void addStudent(char* newname, char* newssn, oat gpa) {student* temp = new student; temp->addName(newname); temp->addSsn(newssn); temp->addGpa(newgpa);list[listIndex++]=temp;} void display(){int j; for(j=0; j<listIndex; j++) list[j] ->display();} };

If either of these two constructors is not defined explicitly, then it is automatically defined implicitly by the system. Note that the copy constructor takes one parameter: the object that it is going to copy. That object is passed by constant reference because it should not be changed. When the copy constructor is called, it copies the complete state of an existing object into a new object of the same class. If the class definition does not explicitly include a copy constructor (as all the previous examples have not), then the system automatically creates one by default. The ability to write your own copy constructor gives you more control over your software.

class Rational { public: Rational(int n=O, int d=l) : num(n), den(d) { reduce(); }

Rational(const Rational& r) : num(r.num), den(r.den) { }

void print0 { tout CC num CC '/' CC den; } private: int num, den; int gcd(int m, int n) { if (n==O) return m; return gcd(n,m%n); } void reduce0 { int g = gcd(num, den); num /= g; den /= g; } ); main0 Rational