Develop class Polynomial. The internal representation of a Polynomial is an array of terms. Each term contains a coefficient and an exponent, e.g., the term 2?2 has the coefficient 2 and the exponent 2 and the term 3? has coefficient 3 and exponent 1. Develop a complete class that has private attributes of coefficient and exponent and that provides the following overloaded operator capabilities: • Overload the addition operator (+) to add two Polynomials • Overload the subtraction operator (-) to subtract two Polynomials. • Overload the multiplication operator (*) to multiply two Polynomials. • Overload the assignment operator (=) to assign one Polynomial to another. • Overload the equal operator (==) to check that two Polynomials are equal or not. • Overload the pre and post increment and decrement operators.

Develop class Polynomial. The internal representation of a Polynomial is an array of terms. Each term contains a coefficient and an exponent, e.g., the term 2?2 has the coefficient 2 and the exponent 2 and the term 3? has coefficient 3 and exponent 1. Develop a complete class that has private attributes of coefficient and exponent and that provides the following overloaded operator capabilities: • Overload the addition operator (+) to add two Polynomials • Overload the subtraction operator (-) to subtract two Polynomials. • Overload the multiplication operator (*) to multiply two Polynomials. • Overload the assignment operator (=) to assign one Polynomial to another. • Overload the equal operator (==) to check that two Polynomials are equal or not. • Overload the pre and post increment and decrement operators.

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter13: Overloading And Templates

Section: Chapter Questions

Problem 10PE

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