( int(sqrt[3]{x} cdot sqrt[2]{x}) x d x )

Question

Accepted Answer

Step:1 ：( = int(x^{frac{1}{3}} cdot x^{frac{1}{2}}) dx )Step:2 ：( = int(x^{frac{5}{6}}) dx )Step:3 ：( = frac{6}{11}x^{frac{11}{6}} + C )

Answer

Step: 1 ：( = int(x^{frac{1}{3}} cdot x^{frac{1}{2}}) dx )Step: 2 ：( = int(x^{frac{5}{6}}) dx )Step: 3 ：( = frac{6}{11}x^{frac{11}{6}} + C )

\( \int(\sqrt[3]{x} \cdot \sqrt[2]{x}) x d x \)