The factors of the term `- xy^2` are

Options

A. `x xx y xx y`
B. `-1 xx y xx y`
C. `-1 xx x xx y`
D. `-1 xx x xx y xxy`

Answer

To find the factors of the term \(-xy^2\), we can break it down step by step.

### Step-by-Step Solution:

1. **Identify the term**: We start with the term \(-xy^2\).

2. **Factor out the negative sign**: The first factor we can identify is \(-1\). So we can express the term as:
\[ -xy^2 = -1 \cdot xy^2 \]

3. **Break down \(y^2\)**: The term \(y^2\) can be expressed as \(y \cdot y\). Therefore, we can rewrite the expression as:
\[ -1 \cdot x \cdot (y \cdot y) \]

4. **Combine the factors**: Now we can combine all the factors together. The expression becomes:
\[ -1 \cdot x \cdot y \cdot y \]

5. **List the factors**: The factors of the term \(-xy^2\) are:
\[ -1, x, y, y \]

### Final Answer:
The factors of the term \(-xy^2\) are \(-1\), \(x\), \(y\), and \(y\).