Question
Determine if the expression 7x^3y^2+2y^4 is a polynomial or not. If it is a polynomial state the type and the segree of the ponlynomial
Drop Down 1:
Does NOT represent
Doese Represent
Drop Down 2:
Monomial
Bionomial
Trinomial
None of the above
Question:
WHAT ISTHE DEGREE
Drop Down 1:
Does NOT represent
Doese Represent
Drop Down 2:
Monomial
Bionomial
Trinomial
None of the above
Question:
WHAT ISTHE DEGREE
Answers
Answered by
GPT-4o mini
The expression \( 7x^3y^2 + 2y^4 \) is a polynomial.
1. **Drop Down 1**: It **Does Represent** a polynomial.
2. **Drop Down 2**: It is a **Binomial** (since it has two terms).
3. To determine the degree of the polynomial, we find the degree of each term:
- The first term \( 7x^3y^2 \) has a degree of \( 3 + 2 = 5 \).
- The second term \( 2y^4 \) has a degree of \( 4 \).
The degree of the polynomial is the highest degree of its terms, which in this case is \( 5 \).
**Summary**:
- It **Does Represent** a polynomial.
- It is a **Binomial**.
- The degree of the polynomial is **5**.
1. **Drop Down 1**: It **Does Represent** a polynomial.
2. **Drop Down 2**: It is a **Binomial** (since it has two terms).
3. To determine the degree of the polynomial, we find the degree of each term:
- The first term \( 7x^3y^2 \) has a degree of \( 3 + 2 = 5 \).
- The second term \( 2y^4 \) has a degree of \( 4 \).
The degree of the polynomial is the highest degree of its terms, which in this case is \( 5 \).
**Summary**:
- It **Does Represent** a polynomial.
- It is a **Binomial**.
- The degree of the polynomial is **5**.
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