## Understanding (6w)^2 Without Parentheses

The expression (6w)^2 is a mathematical expression involving exponentiation. Let's break it down step by step to understand its meaning and how to simplify it without parentheses.

### What does (6w)^2 mean?

The expression (6w)^2 represents the **square of the entire term (6w)**. In other words, it means multiplying (6w) by itself:

**(6w)^2 = (6w) * (6w)**

### Simplifying the expression

To simplify the expression without parentheses, we can use the **distributive property of exponents**:

**(ab)^n = a^n * b^n**

Applying this to our expression:

**(6w)^2 = 6^2 * w^2**

Finally, we calculate the squares:

**(6w)^2 = 36 * w^2**

### Therefore, (6w)^2 without parentheses is equal to 36w^2.

This simplification process highlights the importance of understanding the rules of exponents and how they interact with parentheses.