What is a common misconception regarding series related to sequences?

A series is always endless

All series have a specific sum

Not all sequences can form a series

A series can only be formed from arithmetic sequences.

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Q1.

What defines a sequence in mathematics?

Q2.

Which one of the following is an example of an arithmetic progression (A.P.)?

Q3.

How can you identify the n-th term of a sequence?

Q4.

What is the term for a sequence that has each term multiplied by a constant to get the next term?