How to Compute (Almost) Any Limit in Calculus - Full Lecture

This is a full fairly comprehensive lecture on how to evaluate limits analytically in calculus. Several examples of evaluating limits are given. Below are some of the topics in this lecture.

TOPICS
- Plugging in the value of c
- Factoring out the greatest common factor
- Using the difference of squares formula
- Using the difference of cubes formula
- Rationalizing the numerator
- Using the special limit sin(x)/x approaches 1 as x approaches 0. Examples with and without an explicit substitution are given.
- Using the special limit (1 - cos(x))/x approaches 0 as x approaches 0
- Using the Squeeze Theorem. The examples given are written as proofs and involve the trig functions sine and cosine.

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