Question

why we use the precise definition of limit ?​

Answer 1

Answer:

If there is a single. for which this process fails, then the limit L has been incorrectly computed, or the limit does not exist. In the problems that follow, we will use this precise definition to mathematically PROVE that the limits we compute algebraically are correct.

Answer 2

Step-by-step explanation:

If there is a single. for which this process fails, then the limit L has been incorrectly computed, or the limit does not exist. In the problems that follow, we will use this precise definition to mathematically PROVE that the limits we compute algebraically are correct