**7(2)^3 in Expanded Form**

In mathematics, when we see an expression like 7(2)^3, it can be a bit confusing. But don't worry, in this article, we'll break it down and explain what it means in expanded form.

**Understanding the Expression**

The expression 7(2)^3 consists of three parts:

- 7: a coefficient
- 2: the base
- 3: the exponent

**What Does the Exponent Mean?**

In the expression (2)^3, the exponent 3 means "2 to the power of 3". In other words, it means we need to multiply 2 by itself three times.

**Expanding the Expression**

To expand the expression 7(2)^3, we need to follow the order of operations (PEMDAS):

- Evaluate the exponent: (2)^3 = 2 × 2 × 2 = 8
- Multiply the coefficient by the result: 7 × 8 = 56

**Expanded Form**

So, the expanded form of 7(2)^3 is:

**56**

In conclusion, 7(2)^3 in expanded form is equal to 56. I hope this explanation helps you understand the concept better!