## Understanding (p^2)^3 without Exponents

The expression (p^2)^3 might seem intimidating at first, but it's actually quite simple to understand when broken down. Let's explore how to express this without using exponents.

### Breaking Down the Exponents

**p^2:**This means "p multiplied by itself" (p * p).**(p^2)^3:**This means "p^2 multiplied by itself three times".

### Expanding the Expression

We can expand the expression step-by-step:

**(p^2)^3 = (p^2) * (p^2) * (p^2)****= (p * p) * (p * p) * (p * p)**

Now, we have a clear representation of the expression without exponents. It simply means multiplying 'p' by itself six times.

### Simplifying the Expression

This can be further simplified as:

**= p * p * p * p * p * p**

### Conclusion

Therefore, (p^2)^3 can be expressed as **p multiplied by itself six times** without using exponents. This simple breakdown helps visualize the mathematical operation and understand the meaning of the expression.