Interpreting Limits Algebraically: An Introduction to Calculus

In our previous article, we discussed the limit’s connection with the definition of continuity, and used it to clear up the answer to one last ambiguous case.

It turns out that a limit is a lot like a regular function. When the limit plays nice, it behaves really like a regular function.

We saw that in previous articles when the limit appeared from pure rationality, and you didn’t have to calculate anything.

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