Question

Find the sum of this infinite geometric series

Answer 1

What is the common ratio?

Answer 2

uhmm 8/3?

Answer 3

what is 4/6=(8/3)/4=?

Answer 4

divide the second term by the first to get the common ratio in a geometric series

Answer 5

so what is the common ratio?

Answer 6

32/3?

Answer 7

what is the first term?

Answer 8

6....

Answer 9

what is the second term?

Answer 10

4

Answer 11

is 4/6=32/3?

Answer 12

noooo its .6 repeating

Answer 13

ok so the ratio is 4/6=2/3
so
the answer is
\[\frac{first.term}{1-ratio}\]

Answer 14

15

Answer 15

\[\frac{first.term}{1-.6666666...}=\frac{4}{1-\frac{2}{3}}\]

Answer 16

u said the first term was 6

Answer 17

sorry 6

Answer 18

it be 12 than

Answer 19

lol so its 15

Answer 20

\[\frac{6}{1-\frac{2}{3}}=\frac{6}{\frac{1}{3}}=6*3\]

Answer 21

oooh 18

Answer 22

correct