Mathematics, 01.10.2019 03:00 Dajabrooks492
Explain why a geometric series with a ratio between zero and one converges and how you find the sum.
Answers: 2
be the 
th partial sum of a geometric sequence with common ratio 
and first term 
. So the sequence is 
, and 
from 
, then 
as 
and so the sum approaches
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Explain why a geometric series with a ratio between zero and one converges and how you find the sum....
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