QUESTION \( 12 \cdot 2 \) POINTS Simplify: \( 4^{w} \cdot 4^{5} \)

When simplifying \( 4^{w} \cdot 4^{5} \), you can use the property of exponents that states when you multiply like bases, you add the exponents. This means you can rewrite the expression as \( 4^{w + 5} \). So the simplified form is \( 4^{w + 5} \)! If you're ever puzzled by exponents, remember that they’re like a power-up for numbers! Just add those exponents when they have the same base. It’s short and sweet, just like your new expression, \( 4^{w + 5} \). Get ready to tackle even trickier problems with your newfound knowledge!