\( 27 w ^ { 5 } x ^ { 5 } \)

Did you know that the number 27 is actually \( 3^3 \)? This means your expression can be viewed in a cool light—like a cube of a variable! That's pretty neat because it shows the connection between exponents and powers. When working with polynomials like this, you're essentially dealing with different factors and the fun world of multi-dimensional algebra! Now, if you ever find yourself simplifying or factoring expressions, always keep an eye out for common factors. In this case, you could factor out the variable part, which can help make complex problems easier. Don't get overwhelmed by those exponents; just remember to break things down step by step, and you'll be a pro in no time!