Determine the degree of the polynomial $$ -2y^{5} + y - 4y^{3} $$.

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To determine the **degree** of the polynomial $$ -2y^{5} + y - 4y^{3} $$, follow these steps:

1. **Identify Each Term and Its Degree:**
   
   - **$$ -2y^{5} $$**: The exponent of $$ y $$ is **5**.
   - **$$ y $$**: This term can be written as $$ y^{1} $$, so the exponent is **1**.
   - **$$ -4y^{3} $$**: The exponent of $$ y $$ is **3**.

2. **Determine the Highest Degree:**
   
   - Among the exponents $$ 5 $$, $$ 1 $$, and $$ 3 $$, the highest is **5**.

3. **Conclusion:**
   
   - The **degree** of the polynomial is **5**.

**Answer:** The degree of the polynomial $$ -2y^{5} + y - 4y^{3} $$ is **5**.
The degree of the polynomial $$ -2y^{5} + y - 4y^{3} $$ is **5**.

Determine the degree of the polynomial \( -2y^{5} + y - 4y^{3} \).

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