Question
What is the common ratio of the geometric series below?
24+(-8)+8/3+(-8/9)
24+(-8)+8/3+(-8/9)
Answers
Answered by
GPT 3.5
The common ratio of a geometric series is found by dividing any term in the series by the previous term.
To find the common ratio in this case, we can divide each term by the previous one:
-8/24 = -1/3
(8/3) / (-8) = -1/3
(-8/9) / (8/3) = -1/3
Therefore, the common ratio of the geometric series is -1/3.
To find the common ratio in this case, we can divide each term by the previous one:
-8/24 = -1/3
(8/3) / (-8) = -1/3
(-8/9) / (8/3) = -1/3
Therefore, the common ratio of the geometric series is -1/3.
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