Math 153: Calculus and Analytic Geometry
(Instructor: Sergei Chmutov)

Winter 2003. Tentative Daily Schedule

01/06 (Mo)
Introduction.
01/07 (Tu)
Sequences
(Sec. 9.2).
01/09 (Th)
Convergent properties
(Sec. 9.3).
01/10 (Fri)
Infinite series (Sec.9.4).
01/13 (Mo)
The integral and comparison tests
(Sec. 9.5).
01/14 (Tu)
The ratio test and the root test
(Sec. 9.6).
01/16 (Th)
Alternating series
(Sec. 9.7).
01/17 (Fri)
Quiz #1.
01/20 (Mo)
NO CLASS
01/21 (Tu)
Polynomial approximation
(Sec. 9.1).
01/23 (Th)
Power series
(Sec. 9.8).
01/24 (Fri)
Quiz #2.
01/27 (Mo)
Taylor series
(Sec. 9.9).
01/28 (Tu)
Binomial series
(Sec. 9.10).
01/30 (Th)
Review.
01/31 (Fri)
Midterm #1.
02/03 (Mo)
Parametrizes curves
(Sec. 10.1).
02/04 (Tu)
Length and surface area (Sec. 10.2).
02/06 (Th)
Polar coordinates
(Sec. 10.3).
02/07 (Fri)
Quiz #3.
02/10 (Mo)
Length and area in polar coordinates (Sec. 10.4).
02/11 (Tu)
Conic sections
(Sec. 10.5).
02/13 (Th)
Conic sections
(Sec. 10.5).
02/14 (Fri)
Quiz #4.
02/17 (Mo)
Cartesian coordinates
(Sec. 11.1). Vectors in space (Sec. 11.2).
02/18 (Tu)
The dot product (Sec. 11.3).
02/20 (Th)
The cross product (Sec. 11.4)
02/21 (Fri)
Quiz #5.
02/24 (Mo)
Lines in space
(Sec. 11.5).
02/25 (Tu)
Planes in space (Sec. 11.6).
02/27 (Th)
Review.
02/28 (Fri)
Midterm #2.
03/03 (Mo)
Planes in space (Sec. 11.6).
03/04 (Tu)
Vector-valued functions
(Sec. 12.1).
Limits and continuity (Sec. 12.2).
03/06 (Th)
Derivatives and integrals
(Sec. 12.3).
03/07 (Fri)
Quiz #6.
03/10 (Mo)
Space curves
(Sec. 12.4).
03/11 (Tu)
Tangent and normal to curves (Sec. 12.5).
03/13 (Th)
Review for the final.
03/14 (Fri)
Review for the final.