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// Representation of Complex Numbers
#include <iostream>
using namespace std;
class Complex
{
public:
Complex();
Complex(double real__, double imaginary__);
Complex(const Complex& c2);
Complex(double init);
~Complex();
Complex operator= (Complex rhs);
Complex operator= (double init);
Complex operator+ (Complex rhs);
Complex operator- (Complex rhs);
Complex operator* (Complex rhs);
Complex operator/ (double divisr);
Complex operator+= (Complex rhs);
Complex operator-= (Complex rhs);
Complex operator*= (Complex rhs);
bool operator== (Complex rhs);
bool operator!= (Complex rhs);
double real();
double imaginary();
void setReal(double rl){*real_ = rl;};
void setImaginary(double imgnry){*imaginary_ = imgnry;};
friend ostream& operator<< (std::ostream& ostr, const Complex& z);
friend Complex operator* (double i,Complex rhs);
private:
double *real_;
double *imaginary_;
};
Complex operator* (double i,Complex rhs)
{
Complex tmp;
double rl;
double imgnry;
rl = (rhs.real() * i);
tmp.setReal(rl);
imgnry = (rhs.imaginary() * i);
tmp.setImaginary(imgnry);
return tmp;
}
// ****************Driver ********************
int main()
{
Complex z;
Complex x(2.3, 5.6);
Complex y = 2.1;
Complex u(y);
z = x;
y = z + x; // y=(4.6, 11.2)
z = x - y; // z=(-2.3, -5.6)
u += x; // u=(4.4, 5.6)
x= 2.0 * u; // x=(8.8,11.2)
y= z/2.0; // y=(-1.15,-2.8)
cout << "x = " << x <<endl;
cout << "y = " << y <<endl;
cout << "z = " << z <<endl;
return 0;
}
// class implementation
Complex::Complex()
{
*real_ = 0.0;
*imaginary_ = 0.0;
}
Complex::Complex(double real__, double imaginary)
{
*real_ = real__;
*imaginary_ = 0.0;
}
Complex::Complex(const Complex& c2)
{
*real_ = *(c2.real_);
*imaginary_ = *(c2.imaginary_);
}
Complex::Complex(double init)
{
*real_ = init;
*imaginary_ = 0.0;
}
Complex::~Complex()
{
}
Complex Complex::operator= (Complex rhs)
{
*real_ = *(rhs.real_);
*imaginary_ = *(rhs.imaginary_);
return *this;
}
Complex Complex::operator= (double init)
{
*real_ = init;
*imaginary_ = 0.0;
return *this;
}
bool Complex::operator== (Complex rhs)
{
return (*real_ == rhs.real() && *imaginary_ == rhs.imaginary());
}
bool Complex::operator!= (Complex rhs)
{
return ! (*this == rhs);
}
Complex Complex::operator+ (Complex rhs)
{
Complex tmp(*this);
return tmp += rhs;
}
Complex Complex::operator- (Complex rhs)
{
Complex tmp(*this);
return tmp -= rhs;
}
Complex Complex::operator* (Complex rhs)
{
Complex tmp(*this);
return tmp *= rhs;
}
Complex Complex::operator/ (double divisr)
{
Complex tmp(*this);
double rl;
double imgnry;
rl = (tmp.real() / divisr);
tmp.setReal(rl);
imgnry = (tmp.imaginary() / divisr);
tmp.setImaginary(imgnry);
return tmp;
}
Complex Complex::operator+= (Complex rhs)
{
*real_ += *(rhs.real_);
*imaginary_ += *(rhs.imaginary_);
return *this;
}
Complex Complex::operator-= (Complex rhs)
{
*real_ -= *(rhs.real_);
*imaginary_ -= *(rhs.imaginary_);
return *this;
}
Complex Complex::operator*= (Complex rhs)
{
*real_ *= *(rhs.real_);
*imaginary_ *= *(rhs.imaginary_);
return *this;
}
double Complex::real()
{
return *real_;
}
double Complex::imaginary()
{
return *imaginary_;
}
std::ostream& operator<< (std::ostream& ostr, const Complex& z)
{
return ostr << *z.real_ << " " << *z.imaginary_;
}
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