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This first section begins with the basic of Limits. This includes the Definition of a Limit, finding Limits using multiple representations, one-sided Limits, when Limits fail, and evaluating Limits.
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The first video discusses the Definition of a Limit, finding Limits graphically and numerically, one-sided limits, when limits do not exist, and evaluating by Direct Substitution.
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The second video shows numerous algebraic techniques for evaluating Limits.
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This video discusses when Limits fail and do not exist.
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This video used the Squeeze Theorem (also affectionately called the Sandwich Theorem) to prove a Limit.
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