Course Outline
The following is a tentative outline for the course. This page will be updated irregularly. Please refer to the home page for updated assignments, and recorded lectures for up to date material.
Lectures | Sections in Text | Brief Description | |
---|---|---|---|
9/14 | 1.1 | Functions and Graphs | |
9/16 | 1.1 | Operations on Functions; Even and Odd Functions | |
9/18 | 1.2 | Library of Functions | |
9/21 | 1.2, 2.1 | Average Rate of Change; Constructing a Function Which Describes a Model | |
9/23 | 1.2 | Transformations of Functions | |
9/25 | 1.3 | Trigonometric Functions | |
9/28 | 1.4 | Inverse Functions | |
9/30 | 1.5 | Exponential and Logarithmic Functions | |
10/2 | Vol. 2, 5.1 | Sequences | |
10/5 | Vol. 2, 5.1 | Limit of a Sequence | |
10/7 | Vol. 2, 5.1 | Bounded and Convergent Sequences | |
10/9 | 2.2 | Limit of a Function | |
10/12 | 2.3 | Limit Laws | |
10/14 | 2.4 | Continuity | |
10/16 | 2.3, 2.4 | Continuity; Intermediate Value Theorem; Squeeze Theorem | |
10/19 | 3.1 | Defining the Derivative | |
10/21 | 3.2 | The Derivative as a Function | |
10/23 | Limits, Continuity, and Differentiability | ||
10/26 | 3.3 | Basic Rules for Derivatives | |
10/28 | 3.3 | Product and Quotient Rules | |
10/30 | 3.5 | Derivatives of Trig Functions | |
11/2 | 3.6 | The Chain Rule | |
11/4 | 3.7 | Implicit Differentiation | |
11/6 | 3.8 | Derivatives of Log Functions | |
11/9 | 3.9 | Derivatives of Inverse Functions | |
11/11 | 4.3 | Maxima and Minima | |
11/13 | 4.8 | L'Hospital's Rule | |
11/16 | Everything | Review for Final Exam | |
11/30-12/4 | Final Exam (To be Scheduled by registrar) |