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/****************************************************************************** Welcome to GDB Online. GDB online is an online compiler and debugger tool for C, C++, Python, Java, PHP, Ruby, Perl, C#, VB, Swift, Pascal, Fortran, Haskell, Objective-C, Assembly, HTML, CSS, JS, SQLite, Prolog. Code, Compile, Run and Debug online from anywhere in world. *******************************************************************************/ #ifndef COMPLEX_H #define COMPLEX_H #include <iostream> #include <complex> using std::ostream; struct complex_number{ complex_number(int n): n(n){} complex_number operator+(const complex_number &)const; complex_number operator-(const complex_number &)const; complex_number operator*(const complex_number &)const; complex_number operator/(const complex_number &)const; complex_number operator+(int) const; complex_number operator-(int) const; complex_number operator*(int) const; complex_number operator/(int) const; complex_number operator+(double) const; complex_number operator-(double) const; complex_number operator*(double) const; complex_number operator/(double) const; friend complex_number operator+(int, const complex_number &); friend complex_number operator-(int, const complex_number &); friend complex_number operator*(int, const complex_number &); friend complex_number operator/(int, const complex_number &); friend complex_number operator+(double, const complex_number &); friend complex_number operator-(double, const complex_number &); friend complex_number operator*(double, const complex_number &); friend complex_number operator/(double, const complex_number &); friend ostream &operator<<(ostream &, const complex_number &); private: int n; }; #endif /* COMPLEX_H */ /* complex.cc */ #include <iostream> complex_number complex_number::operator+(const complex_number &o)const { return complex_number (n + o.n); } complex_number complex_number::operator+(int n) const { return complex_number(n + n); } complex_number complex_number::operator-(const complex_number &o)const { return complex_number(n - o.n); } complex_number complex_number::operator-(int n)const { return complex_number(n - n); } complex_number complex_number::operator*(const complex_number &o)const { return complex_number (n * o.n); } complex_number complex_number::operator*(int n)const { return complex_number (n * n); } complex_number complex_number::operator/(const complex_number &o)const { return complex_number (n / o.n); } complex_number complex_number::operator/(int n)const { return complex_number (n / n); } complex_number operator+(int n, const complex_number &o) { return o + n; } complex_number operator-(int n, const complex_number &o) { return complex_number(n) - o; } complex_number operator*(int n, const complex_number &o) { return o * n; } complex_number operator/(int n, const complex_number &o) { return complex_number(n) / o; } ostream &operator<<(ostream &out, const complex_number &o) { return out<<o.n; } /* main.cc */ #include <iostream> using std::cout; using std::endl; int main(void) { int a = 4; int b = 4; int c = 2; int d = 1; int j = (-1); double n = 5.0; cout << a + b << " + " << c + d << " = " << (a + b) + (c + d) <<endl; cout << a + b << " - " << c + d << " = " << (a + b) - (c + d) << endl; cout << a + b << " * " << c + d << " = " << (a + b) * (c + d) << endl; cout << a + b << " / " << c + d << " = " << (a + b) / (c + d) << endl; cout << a + b << " + " << 5.0 << " = " << (a + b) + (5.0) << endl; cout << a + b << " - " << 5.0 << " = " << (a + b) - (5.0) << endl; cout << a + b << " * " << 5.0 << " = " << (a + b) * (5.0) << endl; cout << a + b << " / " << 5.0 << " = " << (a + b) / (5.0) << endl; cout << 5.0 << " + " << a + b << " = " << (5.0) + (a + b) << endl; cout << 5.0 << " - " << a + b << " = " << (5.0) - (a + b) << endl; cout << 5.0 << " * " << a + b << " = " << (5.0) * (a + b) << endl; cout << 5.0 << " / " << a + b << " = " << (5.0) / (a + b) << endl; return 0; }

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