Find the degree of this polynomial. –8f − 9 _____

Identify Terms Degree: Identify the degree of each term in the polynomial. Degree of –8f: 1 (since f is to the power of 1) Degree of –9: 0 (since this is a constant term with no variable, its degree is 0)Determine Polynomial Degree: Determine the degree of the polynomial –8f − 9. Since 1 is the highest degree among the terms in –8f − 9, the degree of the polynomial is 1.

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Find the degree of this polynomial. $\newline$ $-8f - 9$

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Q. Find the degree of this polynomial.

\newline

-8f - 9

Identify Terms Degree: Identify the degree of each term in the polynomial. $\newline$ Degree of $-8f$ : $1$ (since $f$ is to the power of $1$ ) $\newline$ Degree of $-9$ : $0$ (since this is a constant term with no variable, its degree is $0$ )
Determine Polynomial Degree: Determine the degree of the polynomial $-8f - 9$ . Since $1$ is the highest degree among the terms in $-8f - 9$ , the degree of the polynomial is $1$ .