SOLUTION: infinity E 6(.02)^i i=1

Algebra ->  Sequences-and-series -> SOLUTION: infinity E 6(.02)^i i=1      Log On


   

Question 332819: infinity
E 6(.02)^i
i=1
Answer by galactus(183) About Me  (Show Source):
You can put this solution on YOUR website!
It would appear you mean:
6%2Asum%28%281%2F50%29%5Ei%2Ci=1%2Cinfinity%29
Use the formula for a geometric series and then multiply by 6
%281%2F50%29%2F%281-1%2F50%29=1%2F49
So, we get 6%2F49 as the sum of the infinite series.