Math 131: Mathematical Analysis for Business II
(Instructor: Sergei Chmutov)

Autumn 2005. Tentative Daily Schedule

09/19 (Mo)
NO CLASSES
09/21 (We)
Introduction.
Limits. (Sec. 11.1)
09/23 (Fri)
Limits. (Sec. 11.2)
09/26 (Mo)
Continuity. (Sec. 11.4)
09/28 (We)
Continuity applied to inequalities. (Sec. 11.5)
09/30 (Fri)
The derivative. (Sec. 12.1)
10/03 (Mo)
Rules for differentiation.
(Sec. 12.2)
10/05 (We)
Review for midterm 1.
10/07 (Fri)
Midterm #1.
10/10 (Mo)
The derivative as a rate of change. (Sec. 12.3)
10/12 (We)
Product and quotient rule. (Sec. 12.5)
10/14 (Fri)
The chain rule and the power rule. (Sec. 12.6)
10/17 (Mo)
Derivatives of the logarithmic functions. (Sec. 13.1)
10/19 (We)
Derivatives of the exponential functions. (Sec. 13.2)
10/21 (Fri)
Implicit differentiation.
(Sec. 13.3)
10/24 (Mo)
Implicit differentiation.
(Sec. 13.3)
10/26 (We)
Review for midterm 2.
10/28 (Fri)
Midterm #2.
10/31 (Mo)
Logarithmic differentiation. (Sec. 13.4)
11/02 (We)
Higher order derivatives. (Sec. 13.5)
11/04 (Fri)
Relative extrema. (Sec. 14.1)
11/07 (Mo)
Absolute extrema on a closed interval. (Sec. 14.2)
11/09 (We)
Absolute extrema on a closed interval. (Sec. 14.2)
11/11 (Fri)
NO CLASSES
11/14 (Mo)
Concavity. (Sec. 14.3)
11/16 (We)
Review for midterm 3.
11/18 (Fri)
Midterm #3.
11/21 (Mo)
Second derivative test. (Sec. 14.4)
11/23 (We)
Asymptotes. (Sec. 14.5)
11/25 (Fri)
NO CLASSES
11/28 (Mo)
Applied maxima and minima. (Sec. 15.1)
11/30 (We)
Applied maxima and minima. (Sec. 15.1)
12/02 (Fri)
Review for the final.