Concept explainers
Find a geometric sequence, an arithmetic sequence, and a sequence that is neither geometric nor arithmetic that begins
Answer to Problem 58HP
The geometric sequence can be:
The arithmetic sequence can be:
The neither sequence:
Explanation of Solution
Given:
Find a geometric sequence, an arithmetic sequence, and a sequence that is neither geometric nor arithmetic that begins
Concept Used:
In geometric sequence, the common ratios are always constant.
The geometric sequence can be:
The arithmetic sequence can be:
The neither sequence:
Calculation:
In geometric sequence, the common ratios are always constant.
The geometric sequence can be:
First term:
Common ratio:
In arithmetic sequence, the common differences are always constant.
The arithmetic sequence can be:
First term:
Common difference:
The neither sequence:
Thus,
The geometric sequence can be:
The arithmetic sequence can be:
The neither sequence:
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Glencoe Algebra 2 Student Edition C2014
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