Lectures	Sections in Text	Brief Description
9/11	Chap 1 & 2.1	Review of functions (especially exponential). Introduction to tangent lines and velocity
9/13	2.2 and 2.3	Limits and limit laws
9/15	2.3 and 2.4	More on limits and the precise definition of a limit
9/18	2.5	Continuity and a review of trig functions
9/20	2.5 and 2.6	Continuity, limts at infinity, and asymptotes
9/22	2.7 and 2.8	Rates of change, the derivative, and the derivative as a function
9/25	3.1	Dervatives of polynomials and exponential functions
9/27	3.2	The product and quotient rules
9/29	3.3	The derivatives of trig functions
10/2	3.4	The chain rule
10/3		Preliminary Exam
10/4	3.5	Implicit differentiation
10/6	3.6 and 3.7	The derivative of logarithmic functions and applications to rates of change
10/9	3.8	Exponential growth and decay
10/11	3.9	Related rates
10/13	3.10 and 3.11	Linear approximation and hyperbolic functions
10/16	4.1	Maximums and minimums
10/18	4.2 and 4.3	The Mean Value Theorem and the shape of graphs
10/20	4.3	The derivative and the shape of graphs
10/23	4.4	Indeterminate forms and L'Hospital's rule
10/25	4.5	Curve sketching
10/26		Midterm Exam
10/27	4.7	Optimization
10/30	4.8 and 4.9	Newton's method and antiderivatives
11/1	5.1	Areas and distances
11/3	5.2	The definite integral
11/6	5.3	The Fundamental Theorem of Calculus
11/8	5.4	Indefinite integrals and the net change theorem
11/10	5.5	Substitution
11/13	7.1	Integration by parts
11/17		Final Exam

Dana P. Williams
Last updated August 22, 2023 15:34:42 EDT