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In the expression \( 7x^3 \), the parts are labeled as follows:

1. **7** is the **coefficient** (the number in front of the variable).
2. **x** is the **base** (the variable being raised to a power).
3. **3** is the **exponent** (the power to which the base is raised).

So, each label would go as follows:
- Place "Coefficient" near the arrow pointing to **7**.
- Place "Base" near the arrow pointing to **x**.
- Place "Exponent" near the arrow pointing to **3**.

Would you like more details or have any questions on this?

### Related Questions
1. What is the role of the coefficient in an algebraic expression?
2. How does changing the exponent affect the value of a term?
3. Can an exponent be negative or fractional, and what does that represent?
4. What is the significance of a base in exponential notation?
5. How would this expression change if the coefficient were a variable instead of a number?

### Tip
When analyzing algebraic terms, remember that the coefficient multiplies the variable part, while the exponent determines the power to which the variable is raised.

Label the vocabulary that corresponds with the parts of the expression 7x^3.

Learn how to label the vocabulary in an algebraic expression, identifying the coefficient, base, and exponent in terms like 7x^3. This guide is ideal for middle school students studying algebra and understanding the parts of expressions.

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