Main Page

Syllabus

Homework

Quizzes and Exams

W 9/21

Course goals and expectations

F 9/23

pp. 4-25

Functions and their Graphs

M 9/26

pp. 25-32

Trigonometric Functions

T 9/27 or W 9/28

pp. 36-51

Combining Functions

W 9/28 or Th 9/29

pp. 84-87

Inverse Functions

F 9/30

Group Work on Shifts and Stretches

M 10/3

Group Work on Shifts and Stretches; Inverse functions

Tu 10/4 or W 10/5

Section 1.1

Intuitive look at Limits

W 10/5 or Th 10/6

Section 1.2

Formal Limits

F 10/7

Section 1.3, 1.5

Limit Practice; Continuity

M 10/10

Section 1.4

Limits and Infinity; Group Work

Tu 10/11 or W 10/12

More on Limits

W 10/12 or Th 10/13

Section D

Logs and Exponentials

F 10/14

Section 2.1

Tangent Lines; Exam Review

M 10/17

Section 2.2

Introduction to the Derivative (Not on Exam)

Exam 1: 10/18

Silsby 028; 7-9PM

Tu 10/18 or W 10/19

Section 3.1

Extrema of Functions

W 10/19 or Th 10/20

Section 3.2

The Mean Value Theorem

F 10/21

More on Extrema and the Mean Value Theorem

M 10/24

Group Work on Problem Solving #3

Tu 10/25 or W 10/26

Section 2.3

Product Rule and Quotient Rule

W 10/26 or Th 10/27

Section 2.4

Derivatives of Trig Functions

F 10/28

Section 2.5

Chain Rule

M 10/31

More on the Chain Rule

Tu 11/1 or W 11/2

Section 3.3

First Derivative Test

W 11/2 or Th 11/3

Section 3.4

Second Derivative Test

F 11/4

Review for Exam #2

Exam 2: 11/8

Silsby 028; 7-9PM

M 11/7

Review for Exam #2

Tu 11/8 or W 11/9

Section 2.6

Implicit Differentiation

W 11/9 or Th 11/10

Implicit Differentiation; Derivatives of Exponentials and Logarithms

F 11/11

Examples; Derivative of the Inverse Function

M 11/14

Group Work on Problem Solving #4

Tu 11/15 or W 11/16

Section 3.7

Velocity & Acceleration

W 11/16 or Th 11/17

Section 2.7

Related Rates

F 11/18

Section 2.8

Linear Approximation

M 11/21

Group Work on Problem Sheet #2

M 11/28

Section 6.9

L'hopital's Rule

W 11/30

Review for Final Exam

Final Exam: Sat 12/3

11:30 AM-2:30 PM; Location TBA