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10.1 This implementation of a Point class uses the common device of ending the name of each data member with an underscore (_). This has the advantage of making it easy to match up the names of constructor parameters (x, y, and z) with their corresponding data members (x_, y_, and z_) without conflict. #include <cmath> #include <iostream> using namespace std; class Point { public: Point(float x=0, float y=0, float z=0): x_(x), y_(y), z_(z) {} Point(const Point& p) : x_(p.x_), y_(p.y_), z_(p.z_) { } void negate() { x_ *= -1; y_ *= -1; z_ *= -1; } double norm() { return sqrt(x_*x_ + y_*y_ + z_*z_); } void print() { cout << '(' << x_ << "," << y_ << "," << z_ << ")"; } private: float x_, y_, z_; }; In this implementation of a Stack class, top is always the index of the top element on the stack. The data member size is the size of the array that holds the stack items. So the stack is full when it contains that number of items. The constructor sets size to 10 as the default. class Stack { public: Stack(int s=10) : size(s), top(-1) { a = new int[size]; } ~Stack() { delete [] a; } void push(const int& item) { a[++top] = item; } int pop() { return a[top--]; } bool isEmpty() const { return top == -1; } bool isFull() const { return top == (size-1); } private: int size; // size of array int top; // top of stack int* a; // array to hold stack items }; class Time { public: Time(int h=0, int m=0, int s=0) : hr(h), min(m), sec(s) { normalize(); } int hours() { return hr; } int minutes() { return min; } int seconds() { return sec; } void advance(int =0, int =0, int =1); void reset(int =0, int =0, int =0); void print() { cout << hr << ":" << min << ":" << sec; } private: int hr, min, sec; void normalize(); }; void Time::normalize()
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{ min += sec/60; hr += min/60; hr = hr % 24; min = min % 60; sec = sec % 60; } void Time::advance(int h, int m, int s) { hr += h; min += m; sec += s; normalize(); } void Time::reset(int h, int m, int s) { hr = h; min = m; sec = s; normalize(); } This implementation of a Random class uses a utility function normalize(), which normalizes the Time object so that its three data members are in the correct range: 0 sec < 60, 0 min < 60, and 0 hr < 24. It also uses the utility function randomize(), which implements the Linear Congruential Algorithm introduced by D. H. Lehmer in 1949. The utility function _next() updates the _seed by calling the _randomize() function a random number of times. #include <climits> // defines INT_MAX and ULONG_MAX constant #include <ctime> // defines time() function #include <iomanip> // defines the setw() function #include <iostream> // defines the cout object using namespace std; class Random { public: Random(long seed=0) { _seed = ( seed seed:time(NULL) ); } void seed(long seed=0) { _seed = ( seed seed:time(NULL) ); } int integer() { return _next(); } int integer(int min, int max) { return min +_next()%(max-min+1);} double real() { return double(_next())/double(INT_MAX); } private: unsigned long _seed; void _randomize() { _seed = (314159265*_seed + 13579)%ULONG_MAX;} int _next() { int iterations = _seed % 3; for (int i=0; i <= iterations; i++) _randomize(); return int(_seed/2); } }; int main() { Random random; for (int i = 1; i <= 10; i++) cout << setw(16) << setiosflags(ios::right) << random.integer() << setw(6) << random.integer(1,6)
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