Write a class Polynomial that stores a polynomial such as px) = 5x10 + 9x7 - x – 10 as a linked list of terms. A term contains the coefficient and the power of x. For example, you would store p(x) as (5,10),(9,7),(-1,1),(-10,0) Supply member functions to add, multiply, and print polynomials. Supply a constructor that makes a polynomial from a single term. For example, the polynomial p can be constructed as Polynomial p(Term( - 18, 0)); p.add (Polynomial (Term(-1, 1))); p.add (Polynomial (Term(9, 7))); p.add (Polynomial (Term(5, 10))); Then compute p(x) × p(x). Polynomial q = p.multiply(p); 9.print();

Write a class Polynomial that stores a polynomial such as px) = 5x10 + 9x7 - x – 10 as a linked list of terms. A term contains the coefficient and the power of x. For example, you would store p(x) as (5,10),(9,7),(-1,1),(-10,0) Supply member functions to add, multiply, and print polynomials. Supply a constructor that makes a polynomial from a single term. For example, the polynomial p can be constructed as Polynomial p(Term( - 18, 0)); p.add (Polynomial (Term(-1, 1))); p.add (Polynomial (Term(9, 7))); p.add (Polynomial (Term(5, 10))); Then compute p(x) × p(x). Polynomial q = p.multiply(p); 9.print();

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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C++ dont copy code

• P14.5 Write a class Polynomial that stores a polynomial such as
p(x) = 5x10 + 9x7 -x- 10
as a linked list of terms. A term contains the coefficient and the power of x. For example, you would store p(x) as
(5,10),(9,7),(-1,1),(-10,0)
Supply member functions to add, multiply, and print polynomials. Supply a constructor that makes a polynomial from a single
term. For example, the polynomial p can be constructed as
Polynomial p(Term( - 10, 0));
p.add (Polynomial (Term(-1, 1)));
p.add (Polynomial (Term(9, 7)));
p. add (Polynomial (Term(5, 10)));
Then compute p(x) x p(x).
Polynomial q = p.multiply(p);
9.print ();

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