Respuesta :
∛(512m¹²n¹⁵) = (∛512)*(∛m¹²)(∛n¹⁵)
[tex] \sqrt[3]{m^{12}} =m^{ \frac{12}{3}} =m^{4} \\ \\ \sqrt[3]{n^{15}} = n^{ \frac{15}{3} } =n^{5} Answer: 8m^{4}n^{5}.[/tex]
[tex] \sqrt[3]{m^{12}} =m^{ \frac{12}{3}} =m^{4} \\ \\ \sqrt[3]{n^{15}} = n^{ \frac{15}{3} } =n^{5} Answer: 8m^{4}n^{5}.[/tex]
