Final answer:
The limit of a series represents the value that the terms in the series approach as the number of terms in the series becomes infinite.
Step-by-step explanation:
The limit of a series represents the value that the terms in the series approach as the number of terms in the series becomes infinite. It describes the behavior of the series as it approaches this value.
For example, if we have a series where the terms decrease in value as the index increases, the limit of the series is the smallest number that the terms approach but never reach.
Knowing the limit of a series can help determine if the series converges or diverges, and can be used to evaluate expressions or solve equations involving the series.