In Java Design an interface Polynomial that defines a recursive function DO NOT USE ANY HASH FUNCTION This is your polynomial abstract data type Specifically this interface should have the following method signatures A method addTerm that takes a coefficient and a power (both integral numbers) and adds the resulting term to the polynomial (This will enable you to build a polynomial term by term ) It should throw an IllegalArgumentException if a negative power is passed to it A method removeTerm that takes a power and removes any and all terms in the polynomial with that power A method getDegree that returns the degree of this polynomial A method getCoefficient that takes a power and returns the coefficient for the term with that power A method evaluate that takes a double precision decimal number and returns a double precision result A method add that takes another Polynomial object and returns the polynomial obtained by adding the two polynomials Any implementation should ensure that this method does not mutate either polynomial The implementation may assume that the given Polynomial is the of the same concrete class as this object if it is a different class, the method may throw an IllegalArgumentException

The Answer is in the image, click to view ...

Answered step by step

Verified Expert Solution

Link Copied!

Question

1 Approved Answer

Posted on Sep 24, 2024

In Java: Design an interface Polynomial that defines a recursive function. DO NOT USE ANY HASH FUNCTION. This is your polynomial abstract data type. Specifically

In Java:

Design an interface Polynomial that defines a recursive function. DO NOT USE ANY HASH FUNCTION. This is your polynomial abstract data type. Specifically this interface should have the following method signatures:

A method addTerm that takes a coefficient and a power (both integral numbers) and adds the resulting term to the polynomial. (This will enable you to build a polynomial term-by-term.) It should throw an IllegalArgumentException if a negative power is passed to it.
A method removeTerm that takes a power and removes any and all terms in the polynomial with that power.
A method getDegree that returns the degree of this polynomial.
A method getCoefficient that takes a power and returns the coefficient for the term with that power.
A method evaluate that takes a double-precision decimal number and returns a double-precision result.
A method add that takes another Polynomial object and returns the polynomial obtained by adding the two polynomials. Any implementation should ensure that this method does not mutate either polynomial. The implementation may assume that the given Polynomial is the of the same concrete class as this object; if it is a different class, the method may throw an IllegalArgumentException.