Limit Overview

Limit Properties

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$$ \lim_{x→c}(f(x)^{\frac r s})=(\lim_{x→c}f(x))^{\frac r s} $$

Or you can imagine f(x)^{r/s} as a new function h(x), Since the output is to the r/s powered, the y value that is approached by h(x) is the original limit to the r/s powered.

Composition of Limits and Functions

How to Find the Limits

Special Trig Limits

The Concept of Horizontal Asymptotes

Vertical Asymptotes and Limits

Relative Growth

Squeeze Theorem and IVT

Squeeze Theorem

Intermediate Value Theorem