An arithmetic infinite sequence is an endless list of numbers in which the difference between consecutive terms is constant. An arithmetic sequence can start at any number, but the difference between consecutive terms, called the common difference, must always be the same.
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onceuponatime
You stated that infinite sequence is an lists of numbers, if they have arithmetic means, how can you determine the last term?
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Answer:
Yes, An infinite sequence does not need to be arithmetic or geometric, but it usually follows some type of rule or pattern.
Answer:
yes
An arithmetic infinite sequence is an endless list of numbers in which the difference between consecutive terms is constant. An arithmetic sequence can start at any number, but the difference between consecutive terms, called the common difference, must always be the same.