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Section 11.1 Introduction to Limits
E-textbook: Section 11.1
NoteTaking Guide: Section 11.1
- Video: Formal Definition of a Limit
- Video: Formal Definition of a Limit
- Video: Find Limits of Functions Graphically and Numerically
- Video: Recognize Unbounded Behavior of Functions
- Video: Recognize Unbounded Behavior of Functions
- Video: Recognize Unbounded Behavior of Functions
- Video: Use the Properties of Limits to Evaluate Limits of Functions
- Video: Properties of Limits
- Video: Finding Limits with the Rules of Limits
- Video: Limits of Polynomial and Rational Functions
HW 11-1 Problems 3 – 9 Odd, 29 – 35 Odd, 47, 51 – 67 Odd
Section 11.2 Techniques for Evaluating Limits
E-textbook: Section 11.2
NoteTaking Guide: Section 11.2
- Video: Approximate Limits That Produce Indeterminate Forms
- Video: Finding Limits by Simplifying
- Video: Finding Limits by Simplifying
- Video: Evaluate One-Sided Limits
- Simulation: Identifying a Composition of Functions and Finding a Difference Quotient
HW 11-2 Problems 1 – 11 Odd, 53 – 59 Odd, 69, 71
Section 11.3 The Tangent Line Problem
E-textbook: Section 11.3
NoteTaking Guide: Section 11.3
- Video: Approximate the Slopes of Tangent Lines to Graphs at Points
- Video: Slope of Tangent Lines to a Point on a Curve
- Video: Tangents, Secants, and Rate of Change
- Video: Tangent Line with Slope m - Part A
- Video: Tangent Line with Slope m - Part B
- Video: A Limit from Calculus
- Video: Use the Limit Definition to Find the Derivatives of Functions
HW 11-3 Problems 13, 15, 25 – 31 Odd, 39 – 45 Odd, 51 – 54
Section 11.4 Limits at Infinity and Limits of Sequences
E-textbook: Section 11.4
NoteTaking Guide: Section 11.4
- Video: Find the Horizontal Asymptotes of Functions and Find Limits at Infinity
- Video: Properties of Limits at Infinity
- Video: Evaluation of Limits at Infinity for a Rational Function
- Video: Find the Horizontal Asymptotes of Functions and Find Limits at Infinity
- Video: Limits at Infinity
- Simulation: Evaluating a Limit at Infinity
- Video: Determine the Convergence or Divergence of
HW 11-4 Problems 9 – 21 Odd, 39 – 43 Odd, 49