2) -1 The type of the given polynomial is: A Monomial B Binomial C Trinomial D Polynomial Its degree is: Enter your answer

To analyze the given polynomial, we need to identify its type and degree. 1. **Identify the type of polynomial:** - A **monomial** is a polynomial with one term (e.g., \(3x\)). - A **binomial** is a polynomial with two terms (e.g., \(x + 2\)). - A **trinomial** is a polynomial with three terms (e.g., \(x^2 + x + 1\)). - A **polynomial** is a general term that can refer to any number of terms. The given polynomial is \(-1\), which is a single term. Therefore, it is classified as a **monomial**. 2. **Determine the degree of the polynomial:** - The degree of a polynomial is the highest power of the variable in the polynomial. Since \(-1\) does not contain any variable, we consider its degree to be \(0\). ### Conclusion: - The type of the polynomial is: **A Monomial** - Its degree is: **0**