Lecture Notes

Lectures	Exercises	Labs	Tests
Introduction Reference: Calculus by Gilbert Strang
Chapter 1	Limits and Continuity
Functions	Ex 1.1	Lab 1.1	Quiz 1.1
One-sided limits	Ex 1.2	Lab 1.2	Quiz 1.2
Limits	Ex 1.3	Lab 1.3	Quiz 1.3
Continuity	Ex 1.4	Lab 1.4	Quiz 1.4
			Chapter 1 Exam
Chapter 2	Intro to the Derivative
Average Rate of Change	Ex 2.1	Lab 2.1	Quiz 2.1
Instantaneous Rate of Change & the Derivative	Ex 2.2	Lab 2.2	Quiz 2.2
Basic Derivative Rules	Ex 2.3	Lab 2.3	Quiz 2.3
Product Rule, Higher-Order Derivatives	Ex 2.4	Lab 2.4	Quiz 2.4
			Chapter 2 Exam
Chapter 3	Derivative Rules
Chain Rule	Ex 3.1	Lab 3.1	Quiz 3.1
Quotient Rule	Ex 3.2	Lab 3.2	Quiz 3.2
Derivatives of the Trig Functions	Ex 3.3	Lab 3.3	Quiz 3.3
Implicit Differentiation	Ex 3.4	Lab 3.4	Quiz 3.4
			Chapter 3 Exam
Chapter 4	Applications of the Derivative
Linearization & Tangent Lines	Ex 4.1	Lab 4.1	Quiz 4.1
Newton's Method	Ex 4.2	Lab 4.2	Quiz 4.2
Optimization	Ex 4.3	Lab 4.3	Quiz 4.3
Related Rates	Ex 4.4	Lab 4.4	Quiz 4.4
			Chapter 4 Exam
Chapter 5	Integration
Antiderivatives	Ex 5.1	Lab 5.1	Quiz 5.1
Definite Integrals	Ex 5.2	Lab 5.2	Quiz 5.2
Fundamental Theorem of Calculus	Ex 5.3	Lab 5.3	Quiz 5.3
Substitution	Ex 5.4	Lab 5.4	Quiz 5.4
Numerical Integration	Ex 5.5	Lab 5.5	Quiz 5.5
			Chapter 5 Exam
Chapter 6	Applications of Integration
Volumes by Slicing	Ex 6.1	Lab 6.1	Quiz 6.1
Volumes of Revolution	Ex 6.2	Lab 6.2	Quiz 6.2
Plane Curve Length & Surface Area	Ex 6.3	Lab 6.3	Quiz 6.3
			Chapter 6 Exam
			Final Exam