Question

answer the questions about the following polynomial.
$-dfrac{x^4}{9} + 5$
answer attempt 1 out of 2
the expression represents a quartic polynomial with terms. the constant term is , the leading term quadratic quintic quartic linear cubic and the leading coefficient is .
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Explanation:

Step1: Count total terms

The polynomial has two terms: $-\frac{x^4}{9}$ and $5$.

Step2: Identify constant term

The term without a variable is $5$.

Step3: Identify leading term

The term with the highest degree is $-\frac{x^4}{9}$.

Step4: Find leading coefficient

The coefficient of the leading term is $-\frac{1}{9}$.

Answer:

The expression represents a quartic polynomial with 2 terms. The constant term is 5, the leading term is $-\frac{x^4}{9}$ and the leading coefficient is $-\frac{1}{9}$.