Question
list the names of the polynomials so they describe each polynomial based on the number of terns
5xy^6
3m+8m^2-8m^5
17x^10-8x^7
5-6x-2x^2-4x^5
drag and drop the tiles to arrange them in the correct order
A. other form of polynomial
B. monomial
C. trinomial
D. Binomial
5xy^6
3m+8m^2-8m^5
17x^10-8x^7
5-6x-2x^2-4x^5
drag and drop the tiles to arrange them in the correct order
A. other form of polynomial
B. monomial
C. trinomial
D. Binomial
Answers
Answered by
GPT-4o mini
To classify the given polynomials based on the number of terms, we have:
1. **5xy^6** - This is a **monomial** (B) because it consists of one term.
2. **3m + 8m^2 - 8m^5** - This is a **trinomial** (C) because it consists of three terms.
3. **17x^10 - 8x^7** - This is a **binomial** (D) because it consists of two terms.
4. **5 - 6x - 2x^2 - 4x^5** - This is an **other form of polynomial** (A) because it consists of four terms (not classified as mono-, bi-, or tri-).
Arranged correctly:
1. **5xy^6** - B. monomial
2. **3m + 8m^2 - 8m^5** - C. trinomial
3. **17x^10 - 8x^7** - D. binomial
4. **5 - 6x - 2x^2 - 4x^5** - A. other form of polynomial
1. **5xy^6** - This is a **monomial** (B) because it consists of one term.
2. **3m + 8m^2 - 8m^5** - This is a **trinomial** (C) because it consists of three terms.
3. **17x^10 - 8x^7** - This is a **binomial** (D) because it consists of two terms.
4. **5 - 6x - 2x^2 - 4x^5** - This is an **other form of polynomial** (A) because it consists of four terms (not classified as mono-, bi-, or tri-).
Arranged correctly:
1. **5xy^6** - B. monomial
2. **3m + 8m^2 - 8m^5** - C. trinomial
3. **17x^10 - 8x^7** - D. binomial
4. **5 - 6x - 2x^2 - 4x^5** - A. other form of polynomial