Question

answer the questions about the following polynomial. -x - 7 answer the expression represents a polynomial with terms. the constant term is , the leading term is , and the leading coefficient is .

Explanation:

Step1: Identify polynomial type

The polynomial \(-x - 7\) has the highest - power of the variable \(x\) as 1. So it is a linear polynomial.

Step2: Count the number of terms

The terms of the polynomial are \(-x\) and \(-7\), so there are 2 terms.

Step3: Determine the constant term

The term without the variable is the constant term. Here, the constant term is \(-7\).

Step4: Find the leading term

The leading term is the term with the highest - power of the variable. For \(-x - 7\), the leading term is \(-x\).

Step5: Identify the leading coefficient

The coefficient of the leading term is the leading coefficient. For the leading term \(-x\), the coefficient is \(-1\).

Answer:

The expression represents a linear polynomial with 2 terms. The constant term is \(-7\), the leading term is \(-x\), and the leading coefficient is \(-1\).