Solve (a^frac{2{3}}+a^frac{1{3}})^25

$$( a ^ { \frac { 2 } { 3 } } + a ^ { \frac { 1 } { 3 } } ) ^ { 25 }$$

Evaluate

$$\left(\sqrt[3]{a}+1\right)^{25}a^{\frac{25}{3}}$$

Expand

$$a^{\frac{50}{3}}+25a^{\frac{49}{3}}+300a^{16}+2300a^{\frac{47}{3}}+12650a^{\frac{46}{3}}+53130a^{15}+177100a^{\frac{44}{3}}+480700a^{\frac{43}{3}}+1081575a^{14}+2042975a^{\frac{41}{3}}+3268760a^{\frac{40}{3}}+4457400a^{13}+5200300a^{\frac{38}{3}}+5200300a^{\frac{37}{3}}+4457400a^{12}+3268760a^{\frac{35}{3}}+2042975a^{\frac{34}{3}}+1081575a^{11}+480700a^{\frac{32}{3}}+177100a^{\frac{31}{3}}+53130a^{10}+12650a^{\frac{29}{3}}+2300a^{\frac{28}{3}}+300a^{9}+25a^{\frac{26}{3}}+a^{\frac{25}{3}}$$