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The advantage of this point of view is that it allows us to reuse our Vector class template to define a new Matrix class template. To facilitate the dynamic allocation of memory, we define a matrix as a vector of pointers to vectors: Vector<Vector<T>*> We are passing a class template pointer to the template parameter indicated by the outside angle brackets. This really means that when the Matrix class template is instantiated, the instances of the resulting class will contain vectors of pointers to vectors. template<class T> class Matrix { public: Matrix(unsigned r=1, unsigned c=1) : row(r) { for (int i=0; i<r; i++) row[i] = new Vector<T>(c); } ~Matrix() { for (int i=0; i<row.size(); i++) delete row[i]; } Vector<T>& operator[](unsigned i) const { return *row[i]; } unsigned rows() { return row.size(); } unsigned columns() { return row[0]->size(); protected: Vector<Vector<T>*> 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 delete 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 Vector<Vector<T>*> object row. The number of columns is the value that the member function size() returns for the Vector<T> object *row[0], which can be referenced either by (*row[0]).size() or by row[0]->size(). Here is a test driver and a sample run: int main() { Matrix<float> a(2,3); a[0][0] = 0.0; a[0][1] = 0.1; a[0][2] = 0.2; a[1][0] = 1.0; a[1][1] = 1.1; a[1][2] = 1.2;

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Open Visual Studio 2010 . Go to File => New => Project. ... This article describes the following steps to show how to call the Word Automation Services to convert a document:
Open Visual Studio 2010 . Go to File => New => Project. ... This article describes the following steps to show how to call the Word Automation Services to convert a document:

class Circle : public TwoDimensional { public: Circle(float r) : radius(r) { } void print0 { tout cc "Shape is a circle.\n"; float perimeter0 { return 2*pi*radius; } float area0 { return pi*radius*radius; } . private: float radius; >;

With this method, you can give a header a label of sorts by passing in a string representing both the label and the value of said label. An important note is that this method may only be invoked after the open() method has been used, and must be used before the send function is called.

Here are two of the seven concrete derived classes:

CHAP. 13]

class Cone : public ThreeDimensional { public: Cone(float r, float h) : radius(r), height(h) { } void print(); float area(); float volume() { return pi*radius*radius*height/3; private: float radius, height; 1; void 1 Cone::print()

cout << "The matrix a has " << a.rows() << " rows and " << a.columns() << " columns:\n"; for (int i=0; i<2; i++) { for (int j=0; j<3; j++) cout << a[i][j] << " "; cout << endl; } } The matrix a has 2 rows and 3 columns: 0 0.1 0.2 1 1.1 1.2 The matrix a can be visualized like this:

tout cc "Cone: radius = ' << radius cc ", height = ' CC height cc endl; 1 float Cone::area() { float s = sqrt(radius*radius + height*height); return pi*radius*(radius + s);

The other five concrete derived classes are similar. 11.16 Define and test a Name class whose objects looks like this: last first

0.1 0.2

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