Operator Overloading
Objectives
In this lab students will learn to overload,
- Arithmetic operators
- Relational operators
- Logical operators Unary operators
Equipment required
- Visual Studio/ Dev C++/Eclipse installed in Windows/PC
Operator Overloading
In C++ the overloading principle applies not only to functions, but to operators too. That is, of operators can be extended to work not just with built-in types but also classes. A programmer can provide his or her own operator to a class by overloading the built-in operator to perform some specific computation when the operator is used on objects of that class. The following set of operators is commonly overloaded for user-defined classes:
- = (assignment operator)
- +, -, *, , (binary arithmetic operators)
- +=, -=, *=, (compound assignment operators)
- ==, !=, >, <, >=, <=, (comparison operators)
Operator overloading is a clear representation of operations performed, and is used because it allows the developer to program using notation closer to the target domain and allows userdefined types a similar level of syntactic support as types built into the language, for example, consider variables a, b, c of some user-defined type, such as matrices:
a + b * c
In a language that supports operator overloading, and with the usual assumption that the * operator has higher precedence than + operator, this is a concise way of writing:
add (a, multiply (b,c))
You cannot create new operators like *& and try to overload them; only existing operators can be overloaded. The precedence of an operator cannot be changed by overloading. The associativity (i.e., left-to-right, or right-to-left) of an operator cannot be changed. The arity (i.e., no. of operands) of an operator cannot be changed. The meaning of how an operator works on built-in types cannot be changed. Operator overloading works only on objects of user defined types or with a mixture of user-defined and built-in types.
BEMTS-F20- A Air University, Islamabad
Example
| Operator Overloading example | |
| class complex {int real, imag; public: complex(): real(0), imag(0) {}complex(int re, intim): real(re), imag(im) { } complex operator + (complex c) { int re2=real + c.real; //note: we aim not to change the operands int im2=imag+c.imag;return complex(re2, im2);}}; | void main() {complex c1, c2(1,2), c3, c4; c1.setdata();c3=c1+c2; //same as c1.operator + (c2) c4 = c1+c2+ c3; //note cascading c4. showdata();} |
LAB TASKS
Q1. Create a class RationalNumber that stores a fraction in its original form (i.e., without finding the equivalent floating pointing result). This class models a fraction by using two data members: an integer for numerator and an integer for denominator. For this class, provide the following functions:
- A no-argument constructor that initializes the numerator and denominator of a fraction to some fixed values.
- A two-argument constructor that initializes the numerator and denominator to the values sent from calling function. This constructor should prevent a 0 denominator in a fraction, reduce or simplify fractions that are not in reduced form, and avoid negative denominators.
- A display function to display a fraction in the format a/b.
- An overloaded pre and post increment operator to increment the data members.
- An overloaded operator for subtraction of two rational numbers. Two fractions a/b and c/d are subtracted from each other as:
- An overloaded operator / for division of two rational numbers. If fraction a/b is divided by the fraction c/d, the result is
- An overloaded relational operator >= should return a variable of type bool to indicate whether 1st fraction is greater than or equal to 2nd or not
- Overloaded equality operator == should return a variable of type bool to indicate whether 1st fraction is equal to the 2nd fraction or not.
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