1. The problem is to simplify or understand the expression given as \sqrt{3)x^2, which appears to have a typographical error in the square root. 2. Assuming the intended expression is $\sqrt{3} x^2$, it means the product of $x^2$ and the square root of 3. 3. This expression cannot be simplified further since $\sqrt{3}$ is an irrational number and $x^2$ is a variable squared. 4. Therefore, the simplified form remains as $x^2 \sqrt{3}$ or $\sqrt{3} x^2$. 5. This represents scaling $x^2$ by the factor $\sqrt{3}$.