5.
Classify the polynomial according to its degree and number of terms.
3y^5 - 6xy^3 - 9xy^2 - 6y^2
A) The polynomial is a cubic polynomial.
B) The polynomial is a quintic polynomial.
C) The polynomial is a cubic binomial.
D) The polynomial is a sixth degree binomial.

Q: 5.
Classify the polynomial according to its degree and number of terms.
3y^5 - 6xy^3 - 9xy^2 - 6y^2
A) The polynomial is a cubic polynomial.
B) The polynomial is a quintic polynomial.
C) The

polynomial is a cubic binomial.
D) The polynomial is a sixth degree binomial.

5. Classify the polynomial according to its degree and number of terms. 3y^5 - 6xy^3 - 9xy^2 - 6y^2 A) The polynomial is a cubic polynomial. B) The polynomial is a quintic polynomial. C) The polynomial is a cubic binomial. D) The polynomial is a sixth degree binomial.

Original conversation

User: 5.
Classify the polynomial according to its degree and number of terms.
3y^5 - 6xy^3 - 9xy^2 - 6y^2
A) The polynomial is a cubic polynomial.
B) The polynomial is a quintic polynomial.
C) The polynomial is a cubic binomial.
D) The polynomial is a sixth degree binomial.

Weegy: b Expert answered|selymi|Points 1817|

User: Classify the polynomial according to its degree and number of terms.
3y^6
A) The polynomial is a seventh degree binomial.
B) The polynomial is a quartic binomial.
C) The polynomial is a quartic monomial.
D) The polynomial is a sixth degree monomial.

Weegy: b Expert answered|selymi|Points 1817|

User: 7.
Classify the polynomial according to its degree and number of terms.
3
A) The polynomial is a linear binomial.
B) The polynomial is a sixth degree monomial.
C) The polynomial is a sixth degree binomial.
D) The polynomial is a constant monomial.

Weegy: D) The polynomial is a constant monomial.
Expert answered|mchlklck|Points 1362|

User: 8.
Classify the polynomial according to its degree and number of terms.
8t^3 + 6t^2
A) The polynomial is a linear binomial.
B) The polynomial is a linear trinomial.
C) The polynomial is a quartic trinomial.
D) The polynomial is a cubic binomial.

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