Determine the convergence of ∑n=1∞2n+3n5n\sum_{n=1}^{\infty} \frac{2^n + 3^n}{5^n}∑n=1∞5n2n+3n.
Converges to 256\frac{25}{6}625
Converges to 52\frac{5}{2}25
Converges to 154\frac{15}{4}415
Diverges