\( b^{2}\times a^{2} \)

Did you know that the expression \( b^{2} \times a^{2} \) can be simplified using a nifty property of exponents? You can actually combine the bases! This means you can rewrite it as \( (ab)^{2} \). This rule is a game changer for simplifying larger polynomial expressions or solving equations. Now, let’s say you encounter this expression in the wild—like in a real-world scenario involving area calculations. If \( a \) and \( b \) represent the lengths of the sides of a rectangle, then \( b^{2} \times a^{2} \) symbolizes the area squared! Understanding these concepts aids in fields like architecture or engineering where dimensions matter profoundly.