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Aim: To implement a program to add two complex numbers using constructors.
Code:
class complex
{
int real;
int img;
public:
complex(int r=0, int i=0);
complex(complex c1, complex c2);
void display();
};
complex :: complex(int r,int i)
real=r;
img=i;
}
complex :: complex(complex c1,complex c2)
real=c1.real+c2.real;
img=c1.img+c2.img;
void complex :: display()
cout< } void main() { int r1,r2,i1,i2; clrscr(); cout<<"\nEnter first complex no:\nReal:"; cin>>r1; cout<<"Imaginary:"; cin>>i1; cout<<"\nEnter second complex no:\nReal:"; cin>>r2; cout<<"Imaginary:"; cin>>i2; complex c1(r1,i1); cout<<"\nFirst:\t\t"; c1.display(); cout<<"\nSecond:\t\t"; complex c2(r2,i2); c2.display(); complex c3(c1,c2); cout<<"\n----------------------\nAddition:\t"; c3.display(); getch(); } Output: Enter first complex no: Real:25 Imaginary:3 Enter second complex no: Real:12 Imaginary:71 First: 25+3i Second: 12+71i ---------------------- Addition: 37+74i
void main()
int r1,r2,i1,i2;
clrscr();
cout<<"\nEnter first complex no:\nReal:";
cin>>r1;
cout<<"Imaginary:";
cin>>i1;
cout<<"\nEnter second complex no:\nReal:";
cin>>r2;
cin>>i2;
complex c1(r1,i1);
cout<<"\nFirst:\t\t";
c1.display();
cout<<"\nSecond:\t\t";
complex c2(r2,i2);
c2.display();
complex c3(c1,c2);
cout<<"\n----------------------\nAddition:\t";
c3.display();
getch();
Output:
Enter first complex no:
Real:25
Imaginary:3
Enter second complex no:
Real:12
Imaginary:71
First: 25+3i
Second: 12+71i
----------------------
Addition: 37+74i
There are 3 acceptable answers: "Never," "Rarely "and" When the problem domain cannot be accurately modelled any other way."
i want programs on grounded header linked list
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