1. The problem is to find the cube root of 28, which is written as $\sqrt[3]{28}$. 2. Cube root means finding a number $x$ such that $x^3 = 28$. 3. We check nearby cubes: $3^3 = 27$ and $4^3 = 64$. Since 28 is close to 27, the cube root is a bit more than 3. 4. Using a calculator or estimation methods gives $\sqrt[3]{28} \approx 3.03659$. 5. Therefore, the cube root of 28 is approximately 3.03659.