Math
171-01 (43907) Fall 2007 CSUDH
Survey
of Calculus for Management and Life Sciences NSM D129 MW 7-8:45PM Dr. Sally Moite
Text S.T. Tan Calculus
for the Managerial, Life, and Social Sciences, Enhanced Review Edition, 7th
Edition, Thompson, 2008, or 7th Edition, Thompson, 2006.
Calculator A TI-83, 84, 86, 89, 92 or
Voyager 200 Graphing Calculator is required. (TI-83 or TI-84 preferred)
Office
Hours MW
5:30-6:45P NSM E116, Web Page http://www.csudh.edu/math/smoite
Tutoring C.L.A.S.S. SCC 1102, AMP
TBD
Grading 5% Homework problems on the board, from the section
covered in the prior session. (4 per term required).
5%
Homework problems in parentheses handed in, + (100%), or 0 (insufficient work or not corrected).
5%
Quizzes Wednesdays, except after tests.
60%
Tests (3, 20% each) No makeup tests will be given.
25%
Final – Monday, Dec 10th 7-9PM – Cumulative.
Grade Scale A 90, A- 88, B+ 85, B 80, B- 78, C+ 75, C 70, C-
68, D+ 65, D 60
Course Topics and Preliminary Schedule (Test Dates will
not change.)
Mon Aug 27 Introduction,
1.3-1.4 Cartesian Coordinate System, Straight Lines
Wed Aug 29 2.1-2.2
Functions and their Graphs, The Algebra of Functions
Wed Sep 5 2.3
Functions and Mathematical Models
Mon Sep 10 2.4
Limits
Wed Sep 12 2.5-2.6
One-Sided Limits and Continuity, The Derivative
Mon Sep 17 3.1
Rules of Differentiation
Wed Sep 19 3.2-3.3
The Product and Quotient Rules, The Chain Rule
Mon Sep 24 3.4
Marginal Functions in Economics, Review
Wed Sep 26 Test,
3.5 Higher Order Derivatives
Mon Oct 1 3.6-3.7
Implicit Differentiation and Related Rates, Differentials
Wed Oct 3 4.1
Applications of the First Derivative
Mon Oct 8 4.2 Applications of the Second Derivative
Wed Oct 10 4.3-4.4
Curve Sketching, Optimization I
Mon Oct 15 4.5
Optimization II
Wed Oct 16 5.1-5.2
Exponential Functions, Logarithmic Functions
Mon Oct 22 5.3
Compound Interest
Wed Oct 24 5.4-5.5 Differentiation of Exponential Functions,
Differentiation of Logarithmic Functions
Mon Oct 29 5.6
Exponential Functions as Mathematical Models, Review
Wed Oct 31 Test,
6.1 Antiderivatives and the Rules of Integration
Mon Nov 5 6.2
Integration by Substitution
Wed Nov 7 6.3-6.4
Area and the Definite Integral, The Fundamental Theorem of Calculus
Mon Nov 14 6.5
Evaluating Definite Integrals, 6.6 Area
Between Two Curves
Mon Nov 19 8.1
Functions of Several Variables, Review
Wed Nov 21 Test,
8.2 Partial Derivatives
Mon Nov 26 8.3-8.4
Maxima and Minima of Functions of Several Variables, The Method of Least
Squares
Wed Nov 28 8.5
Constrained Maxima and Minima and the Method of Lagrange Multipliers
Mon Dec 3 Review
Wed Dec 5 Review