The literal coefficient of the term `(17)/(3)x^(3)` ___________.

Answer

To find the literal coefficient of the term \(\frac{17}{3}x^3\), we can follow these steps:

### Step-by-Step Solution:

1. **Identify the term**: The term given is \(\frac{17}{3}x^3\).

2. **Understand the components of the term**: A term in algebra typically consists of a numerical coefficient and a variable part. In this case:
- The numerical coefficient is \(\frac{17}{3}\).
- The variable part is \(x^3\).

3. **Identify the literal coefficient**: The literal coefficient refers to the variable part of the term, which in this case is \(x^3\).

4. **Conclusion**: Therefore, the literal coefficient of the term \(\frac{17}{3}x^3\) is \(x^3\).

### Final Answer:
The literal coefficient of the term \(\frac{17}{3}x^3\) is \(x^3\).

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