Find the sum of the infinite geometric series: 5+5(0.6)+5(0.6)2+5(0.6)3+⋯5 + 5(0.6) + 5(0.6)^2 + 5(0.6)^3 + \cdots5+5(0.6)+5(0.6)2+5(0.6)3+⋯
S=12.5S = 12.5S=12.5
S=8.333‾S = 8.33\overline{3}S=8.333
S=15.5S = 15.5S=15.5
S=252S = \frac{25}{2}S=225