2.202.

Question

$$\frac{\sqrt[3]{m+4} \cdot \sqrt{m-4} \cdot \sqrt[3]{m-4+2}}{\sqrt[3]{m-4} \cdot \sqrt{m-4-2}} \cdot \frac{m - 4\sqrt{m-4}}{2}$$

Accepted Answer

$$\frac{\sqrt[3]{m+4} \cdot \sqrt{m-4} \cdot \sqrt[3]{m-4+2}}{\sqrt[3]{m-4} \cdot \sqrt{m-4-2}} \cdot \frac{m - 4\sqrt{m-4}}{2}$$

Ответ: