/* Copy the complex class from here and directly use it in your main function as elaborated; For further help and suggestion put your message in comment box; :( */ #include using namespace std; class complex { private: float x, y; public: complex() {} complex(float real, float imag) { x = real; y = imag; } complex operator+ (complex c) { complex temp; temp.x = x + c.x; temp.y = y + c.y; return temp; } complex operator- (complex c) { complex temp; temp.x = x - c.x; temp.y = y - c.y; return temp; } complex operator* (complex c) { complex temp; temp.x = x * c.x - y * c.y; temp.y = x * c.y + c.x * y; return temp; } complex operator/ (complex c) { complex temp; temp.x = (x * c.x + y * c.y) / (c.x*c.x + c.y*c.y); temp.y = (c.x * y - x * c.y) / (c.x*c.x + c.y*c.y); return temp; } complex conjugate(void) { complex temp; temp.x = x; temp.y = -y; return temp; } complex exponent(int index) { complex temp = complex(x, y); if (index < 0) { for (int count = index; count < -1; count++) { temp = temp * complex(x, y); } temp = complex(1, 0) / temp; } else if (index == 0) { temp = complex(1, 0); } else if (index > 0) { for (int count = 1; count < index; count++) { temp = temp * complex(x, y); } } return temp; } void put(void) { cout << "\nx : " << x << "\ny : " << y; } }; int main() { complex c1, c2, c3, c4; c1 = complex(1, 3); c2 = complex(2, 2); c3 = complex(3, 1); // c3 raised to the power 4; c4 = c3.exponent(4); cout<<"c3 raised to the power 4"; c4.put(); // Conjugate of c3; c4 = c3.conjugate(); cout<<"\n\nConjugate of c3"; c4.put(); // square of Conjugate of c3; c4 = c3.conjugate().exponent(2); cout<<"\n\nsquare of Conjugate of c3"; c4.put(); // Arithmetic operations; c4 = c1 + c2 + c3 - c3 + (c3*c2)/c2; cout<<"\n\nvalue of c1 + c2 + c3 - c3 + (c3*c2)/c2"; c4.put(); cout<<"\n\n\nCheck out the code: Use, Modify and suggest"; }

Complex Number's math