Question

hw 11 polynomial functions (2 points) find the degree and leading coefficient for $y = 9x$. degree: help (numbers) leading coefficient: help (numbers) note: you can earn partial credit on this problem. preview my answers submit answers show me another you have attempted this problem 0 times. you have 5 attempts left before you have unlimited attempts remaining.

Explanation:

Step1: Recall the definition of degree

The degree of a polynomial \(y = a_nx^n+\cdots+a_1x + a_0\) is the highest power of \(x\). For \(y = 9x=9x^1\), the highest power of \(x\) is \(1\).

Step2: Recall the definition of leading - coefficient

The leading coefficient of a polynomial \(y = a_nx^n+\cdots+a_1x + a_0\) is the coefficient of the term with the highest degree. For \(y = 9x^1\), the coefficient of \(x^1\) is \(9\).

Answer:

Degree: \(1\)
Leading Coefficient: \(9\)