Day

Date

Announcement

Lecture Description

Homework

Week 1

Mon

June 9

First Class; Introductions

Introduction to Limits, Rigorous Study of Limits

Tue

June 10

Limit Theorems,Trigonometric Limits

Wed

June 11

Asymptotic Limits, Continuous Functions

Fri

June 13

Continuous Functions

Homework 1 Due

Week 2

Mon

June 16

The Derivative

Tue

June 17

Rules for Finding Derivatives, Trigonometric Derivatives

Wed

June 18

The Chain Rule (Most Important Rule for Derivatives)

Fri

June 20

Higher Order Derivatives

Homework 2 Due

Week 3

Mon

June 23

Implicit Differentiation

Tue

June 24

Related Rates

Wed

June 25

Maxima and Minima (Extrema)

Fri

June 27

Monotonicity and Concavity

Homework 3 Due

Week 4

Mon

June 30

Local Maxima and Minima (Local Extrema)

Tue

July 1

Review

Wed

July 2

Exam 1: Covers Chapters 1 and 2

Homework 4 due on Thursday, July 3.

Fri

July 4

NO CLASS

Independence Day

Week 5

Mon

July 7

Practical Problems (More Extrema)

Tue

July 8

Graphing Functions Using Calculus

Wed

July 9

The Mean Value Theorem

Fri

July 11

Antiderivatives, Differential Equations

Homework 5 Due

Week 6

Mon

July 14

Introduction to Area, The Definite Integral

Tue

July 15

The First Fundamental Theorem of Calculus

Wed

July 16

The Second Fundamental Theorem of Calculus

Fri

July 18

The Mean Value Theorem for Integrals

Homework 6 Due

Week 7

Mon

July 21

The Area of a Plane Region

Homework 6b Due

Tue

July 22

Volumes of Solids: Slabs, Disks, Washers, Shells

Wed

July 23

Review

Fri

July 25

Exam 2: Covers Chapters 3 and 4

Week 8

Mon

July 28

Length of a Plane Curve, Work and Fluid Force

Tue

July 29

Moments and Centers of Mass, Probability

Wed

July 30

Review

Thur

July 31

Final Exam (10:00 am – 12:00 pm): Covers Chapters 1 through 5

Homework 7 Due