Solve (n+1)^30/n^30

$$\frac { ( n + 1 ) ^ { 30 } } { n ^ { 30 } }$$

Evaluate

$$\left(1+\frac{1}{n}\right)^{30}$$

Expand

$$1+\frac{30}{n}+\frac{435}{n^{2}}+\frac{4060}{n^{3}}+\frac{27405}{n^{4}}+\frac{142506}{n^{5}}+\frac{593775}{n^{6}}+\frac{2035800}{n^{7}}+\frac{5852925}{n^{8}}+\frac{14307150}{n^{9}}+\frac{30045015}{n^{10}}+\frac{54627300}{n^{11}}+\frac{86493225}{n^{12}}+\frac{119759850}{n^{13}}+\frac{145422675}{n^{14}}+\frac{155117520}{n^{15}}+\frac{145422675}{n^{16}}+\frac{119759850}{n^{17}}+\frac{86493225}{n^{18}}+\frac{54627300}{n^{19}}+\frac{30045015}{n^{20}}+\frac{14307150}{n^{21}}+\frac{5852925}{n^{22}}+\frac{2035800}{n^{23}}+\frac{593775}{n^{24}}+\frac{142506}{n^{25}}+\frac{27405}{n^{26}}+\frac{4060}{n^{27}}+\frac{435}{n^{28}}+\frac{30}{n^{29}}+\frac{1}{n^{30}}$$