1. The problem is to simplify the expression \(\sqrt{x}6\). 2. The expression \(\sqrt{x}6\) can be interpreted as \(6\sqrt{x}\) since multiplication is commutative. 3. The square root function \(\sqrt{x}\) means the principal square root of \(x\). 4. Therefore, the simplified expression is \(6\sqrt{x}\). 5. This is the final simplified form since \(6\) is a constant multiplier and \(\sqrt{x}\) is the square root of \(x\).