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[CHAP. 8
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char* convert0 { return data; > // access function char character(short i) { char c = data[i]; return c; } void print0 { tout << data; } private: short len; // number of (non-null) characters in string char* data; // the string
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String: :String(short size) : len(size) 1 data = new char[len+l]; for (int i=O; i < len; i++) data[i] = ' '; data[len] = '\O';
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String: :String(const char* str) t data = new char[len+l]; memcpy(data, str, len+l); >
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len(strlen(str))
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String: :String(const String& str) : len(str.len) 1 data = new char[len+l]; memcpy(data, str.data, len+l);
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This implementation includes three constructors: the default constructor with optional parameter size, a constructor that allows an object to be initialized with an ordinary C string, and the copy constructor. The second access function is named convert ( > because it actually converts from type String to char * type. The subscript function is named character ( ) because it returns one character in the string -the one indexed by the parameter i. 8.23 Implement a Matrix class for 2-by-2 matrices:
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Include a default constructor, a copy constructor, an inverse ( ) function that returns the inverse of the matrix, a det ( ) function that returns the determinant of the matrix, a Boolean function i ss ingular ( ) that returns 1 or 0 according to whether the determinant is zero, and a print ( ) function.
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class Matrix { public: Matrix(double a=O, double b=O, double c=O, : a_(a) I b_(b) I c-(c) I d-(d) 1 1 Matrix(const Matrix& m) : a-(m-a-), b-(m.bJ, c (m-c.& d_hd_) double det() { return a-*d- - b-*c-; } int isSingular { return det() == 0; } Matrix inverse(); void print();
double d=O )
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CLASSES
class Matrix {
public: Matrix(double a=O, double b=O, double c=O, : a_(a) I b-(b) f c-(c) I d W -t > Matrix(const Matrix& m) : a-b--->, bA-dO, c-(m.c 1, d (m-d > double det() { return a - *d -b - *c:; } int isSingular { return det() == 0; } Matrix inverse(); void print(); private: double a-, b-, c-, d-; 1; Matrix Matrix::inverse() { double k = l/d&(); Matrix temp(k*d-,-k*b-,-k*c-,k*a return temp; double d=O )
- );
void
Matrix::print() tout << a- << ' << b- << '\n' << c- << << d- << \n ;
Supplementary Programming Problems
8.24 Implement a Point class for two-dimensional points (x, y). Include a default constructor, a copy constructor, a negate ( > function to transform the point into its negative, a norm ( ) function to return the point s distance from the origin (O,O), and a print ( > function. 8.25 Implement a Circle class. Each object of this class will represent a circle, storing its radius
and the x and y coordinates of its center as floats. Include a default constructor, access functions,an area () function, and a circumference () function.
8.26 Modify the circle
class (Problem 8.25) so that its data members are the float radius and the two-dimensional Point center.
8.27 Implement a Sphere class. Each object of this class will represent a sphere with data members float radius and the three-dimensional Point center. Include a default constructor, access functions, an surfaceArea ( ) function, and a volume ( ) function. 8.28 Modify the S tack class (Problem 8.17) adding the member function count0
which returns which prints
the number of items on the stack.
8.29 Modify the Stack class (Problem 8.17) adding the member function print ( >
the contents of the stack.
8.30 Modify the Stack class (Problem 8.17) so that it holds items of type float instead of int. 8.31 Modify the Stack class (Problem 8.17) so that it holds items of type Rat ional.
CLASSES
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8.32 Write a program that tests the application function void reverse(Stack);
which reverses the items on the stack passed to it. This function should use two local stacks to do its job.
8.33 Implement a Queue class for holding ints.
A queue is like a stack (see Problem 8.17) except that items are inserted at one end (called the rear) and removed from the other end (called the Include a default constructor, a destructor, and the usual queue operations: front). insert(), remove(), i s Emp ty ( ) , and i SFU 11( ) . Use an array implementation. class (Problem 8.33) adding the member functions count ( ) returns the number of items on the queue, and print ( > which prints its contents. , which
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