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BinaryOpOver.cpp
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147 lines (133 loc) · 1.82 KB
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//binary operator overloading
//+ - / *
//to add two complex numbers
//we will always do this with return value
//edited
//cpp program
using namespace std;
//
#include<iostream>
//with return value
/*
class complex
{
private:
int a,b;
public:
complex():a(0),b(0)
{
}
complex(int x,int y):a(x),b(y)
{
}
void put()
{
cout<<a<<" +i"<<b;
}
complex operator+(complex ob);
//{
//defined outside
//}
};
complex complex::operator+(complex ob)
{
//temp object or anonymous object
return complex(a+ob.a,b+ob.b);
}
int main()
{
int x,y;
cin>>x>>y;
complex c1(x,y);
cin>>x>>y;
complex c2(x,y);
complex c;
c=c1+c2;
c.put();
return 0;
}
*/
/*
//friend+return type
class complex
{
private:
int a,b;
public:
complex():a(0),b(0)
{
}
complex(int x,int y):a(x),b(y)
{
}
void put()
{
cout<<a<<" +i"<<b;
}
friend complex operator+(complex ob,complex ob1)
{
return complex(ob1.a+ob.a,ob1.b+ob.b);
}
};
int main()
{
int x,y;
cin>>x>>y;
complex c1(x,y);
cin>>x>>y;
complex c2(x,y);
complex c;
c=c1+c2;
c.put();
return 0;
}
*/
//RELATIONAL OPERAION IN STRING
#include<string.h>
class string1
{
int len;
char *name;
public:
string1()
{
len=0;
name= new char;
}
string1(char *s)
{
len=strlen(s);
name=new char[len+1];
strcpy(name,s);
}
string1 operator+(string1 &ob)
{
string1 t;
t.len=len+ob.len;
//delete name;
t.name = new char[t.len+1];
strcpy(t.name,name);
strcat(t.name,ob.name);
ob=t;
return ob;
}
void put()
{
cout<<name;
}
};
int main()
{
//we have to do typecasting here
char *h=((char *)"hello");
string1 a(h);
string1 b((char *)"bye");
string1 c;
c=a+b;
//a is calling function and b is passed as argument
// if(a==b)
// cout<<"Equal"<<endl;
// if(a<=b)
// cout<<"Less than"<<endl;
c.put();
}