Math 151: Calculus and Analytic Geometry
(Instructor: Sergei Chmutov)

Autumn 2002. Tentative Daily Schedule

09/23 (Mo)
NO CLASSES
09/24 (Tu)
NO CLASSES
09/26 (Th)
Introduction.
09/27 (Fri)
Trig, Exp and Log functions (Ch. 1).
09/30 (Mo)
Limits and continuity (Sec. 2.1).
10/01 (Tu)
Definition of a limit (Sec. 2.2).
10/03 (Th)
Limit theorems and continuity (Sec. 2.3).
10/04 (Fri)
Quiz #1.
10/07 (Mo)
The squeezing theorem and substitution rule (Sec. 2.4).
10/08 (Tu)
One-sided and infinite limits (Sec. 2.5).
10/10 (Th)
Intermediate value theorem (Sec. 2.6).
10/11 (Fri)
Quiz #2.
10/14 (Mo)
The derivative (Sec. 3.1).
10/15 (Tu)
Derivatives of simplest functions (Sec. 3.2).
10/17 (Th)
Derivatives of combinatations of functions (Sec. 3.3).
10/18 (Fri)
Quiz #3.
10/21 (Mo)
The chain rule (Sec. 3.4).
10/22 (Tu)
The chain rule (Sec. 3.4).
10/24 (Th)
Review.
10/25 (Fri)
Midterm #1.
10/28 (Mo)
Higher derivatives (Sec. 3.5).
10/29 (Tu)
Implicit differentiation (Sec. 3.6).
10/31 (Th)
Related rates (Sec. 3.7).
11/01 (Fri)
Quiz #4.
11/04 (Mo)
Approximation (Sec. 3.8).
11/05 (Tu)
Maximim and minimum values (Sec. 4.1).
11/07 (Th)
The mean value theorem (Sec. 4.2)
11/08 (Fri)
Quiz #5.
11/11 (Mo)
NO CLASSES
11/12 (Tu)
Applications of the mean value theorem (Sec. 4.3).
11/14 (Th)
Exponential growth and decay (Sec. 4.4).
11/15 (Fri)
Quiz #6.
11/18 (Mo)
The first and second derivative tests (Sec. 4.5)
11/19 (Tu)
Extreme values on an arbitrary integral (Sec. 4.6).
11/21 (Th)
Review.
11/22 (Fri)
Midterm #2.
11/25 (Mo)
Concavity and inflection points (Sec. 4.7).
11/26 (Tu)
Limits at infinity (Sec. 4.8).
11/28 (Th)
NO CLASSES
11/29 (Fri)
NO CLASSES
12/02 (Mo)
L'Hopital's rule (Sec. 6.6)
12/03 (Tu)
Graphing (Sec. 4.9).
12/05 (Th)
Review for the final.
11/29 (Fri)
Review for the final.