Virtual Labs

1. How is a polynomial stored using a linked list?

a: Both exponent and coefficient are stored as a tuple in a linked list node Explanation

Explanation

b: Only coefficient is stored in the linked list node Explanation

Explanation

c: Only exponent is stored in the linked list node Explanation

Explanation

d: None of these Explanation

Explanation

2. In multiplication of polynomials using linked lists, what is the next step after multiplying each term of one polynomial with the other polynomial?

a: Subtract the terms having the same coefficient Explanation

Explanation

b: Add the terms having the same coefficient Explanation

Explanation

c: Add the terms having the same exponent Explanation

Explanation

d: Multiply the terms having the same exponent again Explanation

Explanation

3. How is addition on polynomial expressions performed using linked lists?

a: Subtract the coefficients having the same power component Explanation

Explanation

b: Add the coefficients that have the same power component Explanation

Explanation

c: Add the power components that have the same coefficient Explanation

Explanation

d: Add the sum of all power components and the sum of all coefficients Explanation

Explanation

4. How is subtraction on polynomial expressions performed using linked lists?

a: Subtract the coefficients having the same power component Explanation

Explanation

b: Add the coefficients that have the same power component Explanation

Explanation

c: Subtract the power components that have the same coefficient Explanation

Explanation

d: Subtract the sum of all power components and the sum of all coefficients Explanation

Explanation

Polynomial Arithmetic