Interpreting Limits Algebraically: An Introduction to Calculus
<p><strong>In our </strong><a href="https://medium.com/@partialderivative/continuity-and-limits-an-introduction-to-calculus-9d5695b48627" rel="noopener"><strong>previous article</strong></a><strong>, we discussed the limit’s connection with the definition of continuity, and used it to clear up the answer to one last ambiguous case.</strong></p>
<p>It turns out that a limit is a lot like a regular function. When the limit plays nice, it behaves <em>really</em> like a regular function.</p>
<p>We saw that in previous articles when the limit appeared from pure rationality, and you didn’t have to calculate anything.</p>
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