Home › NY Regents Algebra I › Mathematics › Polynomials and Exponents › The degree of a polynomial is the highest degree…
The degree of a polynomial is the highest degree of:
AIts first term
BIts last term
CIts constant term
DAll its terms
Answer & Solution
Correct answer: D. All its terms
1. A polynomial's degree comes from its terms.
2. The degree of a term is the sum of the exponents of its variables.
3. The degree of a polynomial is the highest degree of all its terms.
4. So one high-degree term sets the degree of the whole expression.
_Source: OpenStax Elementary Algebra 2e (CC BY 4.0), Ch 6 'Polynomials', sections 6.1-6.8_
Related questions
The constant 9 is a polynomial whose degree is:The terms 3x squared and 5x cubed cannot be combined because they differ in their:A polynomial containing terms of degree 2, degree 5 and degree 1 has degree:The degree of the term 4x cubed y squared is:The expression 5x squared plus 3x minus 7 is best classified as a:Which form of the Quotient Property applies depends on whether the larger exponent is in tThe Quotient Property for Exponents is described as having how many forms?Which exponent property was developed for multiplication of expressions with the same base