A C E G P S T

A

addTerm(Term) - Method in class Polynomial

Add a term to this polynomial.

C

combine(Term) - Method in class Term

Combines this term and the argument term back into this term.

compareTo(Term) - Method in class Term

Imposes "natural ordering" on Term objects.

E

equals(Object) - Method in class Polynomial

Compare this object to the specified object.

equals(Object) - Method in class Term

Compare this object to the specified object.

evaluate(int) - Method in class Polynomial

Evaluates the polynomial for given value of variable x.

G

getCoefficient() - Method in class Term

Fetch coefficient value.

getExponent() - Method in class Term

Fetch exponent value.

P

Polynomial - Class in <Unnamed>

Polynomial is a class to represent polynomials over variable x.

Polynomial() - Constructor for class Polynomial

Constructor for objects of class Polynomial

Polynomial(String) - Constructor for class Polynomial

Constructor with initial polynomial as String.

product(Polynomial, Polynomial) - Static method in class Polynomial

Produces new polynomial which is the product of the two argument polynomials.

product(Term, Term) - Static method in class Term

Returns a new Term formed by the product of two Terms.

S

setCoefficient(int) - Method in class Term

Replace coefficient value with new one.

sum(Polynomial, Polynomial) - Static method in class Polynomial

Produces new polynomial which is the sum of the two argument polynomials.

sum(Term, Term) - Static method in class Term

Returns a new Term formed by the sum of two Terms.

T

Term - Class in <Unnamed>

Class to hold one term of a polynomial over x.

Term(int, int) - Constructor for class Term

Constructor for objects of class Term.

Term(Term) - Constructor for class Term

Constructor for objects of class Term.

toString() - Method in class Polynomial

Produce String representation of a Polynomial.

toString() - Method in class Term

Returns a String representing this term, with fully signed coefficient and using nothing for multiplication and ^ for exponentiation.

A C E G P S T