Question #18461

Write a Java program to add and multiply two polynomials. The rules are as follows:

1. Ask the user to enter two polynomials at a time. For each polynomial, ask the user to enter the number of terms n in the polynomial, then prompt the user n times for a pair of integers representing the coefficient and the exponent of a term. For instance, the term 2x4 has a coefficient of 2 and an exponent of 4.

2. Output the input polynomials as well as the sum and product of polynomials.

A sample input/output run is as follows.

For p1, enter # XXXXX polynomial terms (n>=0): 2

Enter coefficient: 1

Enter exponent: 1

Enter coefficient: 1

Enter exponent: 0

You entered: x + 1

For p2, enter # XXXXX polynomial terms (n>=0): 2

Enter coefficient: 1

Enter exponent: 1

Enter coefficient: -1

Enter exponent: 0

You entered: x - 1

p1 = x + 1

p2 = x - 1

p1+p2 = 2x

p1*p2 = x^2 – 1

3. The output polynomials must be sorted in descending order of exponent. Terms of the same exponent should be added together and the term

1. Ask the user to enter two polynomials at a time. For each polynomial, ask the user to enter the number of terms n in the polynomial, then prompt the user n times for a pair of integers representing the coefficient and the exponent of a term. For instance, the term 2x4 has a coefficient of 2 and an exponent of 4.

2. Output the input polynomials as well as the sum and product of polynomials.

A sample input/output run is as follows.

For p1, enter # XXXXX polynomial terms (n>=0): 2

Enter coefficient: 1

Enter exponent: 1

Enter coefficient: 1

Enter exponent: 0

You entered: x + 1

For p2, enter # XXXXX polynomial terms (n>=0): 2

Enter coefficient: 1

Enter exponent: 1

Enter coefficient: -1

Enter exponent: 0

You entered: x - 1

p1 = x + 1

p2 = x - 1

p1+p2 = 2x

p1*p2 = x^2 – 1

3. The output polynomials must be sorted in descending order of exponent. Terms of the same exponent should be added together and the term

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Assignment Expert13.11.12, 17:53Dear visitor

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ahmad9113.11.12, 17:38how much the answer will cost?

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