## Greensheet

### Finite Mathematics (Math 70), Fall 2010, San
Jose State University

** Where and when:**
**Instructor:** Plamen Koev

**Office:** MacQuarrie 312

**Office hours: Monday and Wednesday 2:45-4pm**

**Course webpage:** http://math.sjsu.edu/~koev
**e-mail:** ``lastname''@math.sjsu.edu

**Midterms**

- September 22
- October 11
- New date: November 10

**Final
exam**

- Friday, December 17, 12:15-14:30.

**Catalog
Description: **
Systems of linear equations and inequalities, matrices,
linear programming, set theory, probability theory, applications to business
and to social sciences. 3 units.
**Prerequisite:** Satisfaction of the ELM requirement.
**Textbook:**
Finite Mathematics for Business, Economics, Life Sciences, and Social
Sciences, 12th Edition, by Raymond A. Barnett, Michael R. Ziegler and Karl E.
Byleen, Pearson/Prentice Hall, 2010
**Course Objectives: **
To learn counting principles, permutations, combinations,
probability, probability distribution, expectation, conditional probability,
BayesŐ formula, matrices, and their applications, solving systems of linear
equations and linear inequalities, linear programming, computing interest,
present and future value of annuities.
**Outcome
Assessment:**
Three midterms worth 20% each and a final worth 40%.
`You must plan to
take the exams at their scheduled times. Exceptions are rarely granted and only
in documented circumstances as per University policy.
**Homework:**
Homework will be assigned and graded. If you get a score higher than 60% on the
homework, you get a free ``plus'' added to your grade.
**
Grading Scale**

A: 92-100 A-:
90-91

B: 82-87;
B+: 88-89;
B-: 80-81

C: 72-77;
C+: 78-79;
C-: 70-71

D: 62-67; D+: 68-69;
D-: 60-61 F: 0
-59
**Course Schedule: **
Chapter 3, Sec. 1-4, Simple interest. Compound interest. Future value of an annuity. Present value of annuity. (5 hours).

Chapter 4, Sec. 1-6, Systems of linear equations in two variables. Systems of linear equations and augmented matrices. Gauss-Jordon elimination. Basic matrix operations. The inverse of a matrix. Matrix equations and systems of linear equations. (12 hours)

Chapter 5, Sec. 1-3, Inequalitics in two variables. Systems of linear inequalities in two variables. Geometric approach to linear programming. (4 hours)

Chapter 7, Sec. 1-4, Logic. Sets. Basic counting principles. Permutations and combinations. (4 hours).

Chapter 8, Sec. 1-5, Sample spaces, events, and probability. Union, intersection, and complement of events. Odds. Conditional probability, intersection, and independence. BayesÍ formula. Random variable, probability distribution, and expected value. (10 hours)

**STUDENTS WHO INTEND TO USE THIS COURSE TO SATSFY THE MATHEMATICAL
REQUIREMENT FOR GENERAL EDUCATION MUST EARN A C OR BETTER.**

Academic integrity. Your commitment to learning
(as shown by your enrollment at SJSU)
and the universityŐs Academic Integrity Policy require you to be honest in all
of your academic
course work. Faculty are required to report all infractions to the Oﬃce
of Judicial Aﬀairs.
(See: http://www2.sjsu.edu/senate/S04-12.htm)

Disabilities.
If you need course adaptations or accommodations due to a
disability, or
if you need special arrangements in case the building must be evacuated, please make an appointment with me as
soon as possible, or see me during office hours. Presidential Directive 97-03 requires
that students with disabilities register with the Disability Resources Center to establish a record
of their disability.

Tutoring. Peer
tutoring in calculus is available to all SJSU students, free of charge, at the Learning Assistance
Resource Center, in Room 600 of the Student Services Center. See or call x4-2587 for more
information.