1. The problem is to evaluate the 9th root of 9063, which is written as $\sqrt[9]{9063}$. 2. The 9th root of a number $x$ is the number $y$ such that $y^9 = x$. 3. To find $\sqrt[9]{9063}$, we can use a calculator or approximate by recognizing that $2^9 = 512$ and $3^9 = 19683$. 4. Since 9063 is between 512 and 19683, the 9th root of 9063 is between 2 and 3. 5. More precisely, using a calculator, $\sqrt[9]{9063} \approx 2.37$. 6. Therefore, the value of $\sqrt[9]{9063}$ is approximately $2.37$.