Assuming this expression is: [tex] \sqrt[3]{125x^6y^{15}z^3} [/tex], we can take the cube roots of each of the individual terms 125, [tex]x^6, y^{15}, z^3[/tex]. The cube root of 125 is 5, while the cube root of the exponents is simplified by dividing each exponent by 3. This results in the answer of:[tex]5x^{\frac{6}{3}}y^{\frac{15}{3}}z^{\frac{3}{3}} = 5x^2y^5z[/tex]
