The given expression is 4r^5 + 9r^3 - 10r + 2.

1. Classifying by term:
- 4r^5 is a term
- 9r^3 is a term
- 10r is a term
- 2 is a term

2. Classifying by degree:
- The degree of 4r^5 is 5
- The degree of 9r^3 is 3
- The degree of 10r is 1
- The degree of 2 is 0 (since it's a constant)

So, the expression is a polynomial of degree 5 (since 5 is the highest degree of all terms).

Question

The given expression is 4r^5 + 9r^3 - 10r + 2.

1. Classifying by term:
   - 4r^5 is a term
   - 9r^3 is a term
   - 10r is a term
   - 2 is a term

2. Classifying by degree:
   - The degree of 4r^5 is 5
   - The degree of 9r^3 is 3
   - The degree of 10r is 1
   - The degree of 2 is 0 (since it's a constant)

So, the expression is a polynomial of degree 5 (since 5 is the highest degree of all terms).

Knowee AI · Accepted Answer

The given expression is 4r^5 + 9r^3 - 10r + 2.

1. Classifying by term:
   - 4r^5 is a term
   - 9r^3 is a term
   - 10r is a term
   - 2 is a term

2. Classifying by degree:
   - The degree of 4r^5 is 5
   - The degree of 9r^3 is 3
   - The degree of 10r is 1
   - The degree of 2 is 0 (since it's a constant)

So, the expression is a polynomial of degree 5 (since 5 is the highest degree of all terms).

Instructions: Classify the following according to its term and degree.4r5+9r3−10r+2

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