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Finite Mathematics
MATH 105
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Benedictine Hallmarks 2011-2012
STABILITY  STEWARDSHIP
IDEA
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sessions
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course syllabus
Addresses the educational
needs of adult students by
developing and providing
engaging, relevant and
accelerated programs.
blended model
MATH 105
Enhances scholarship,
leadership skills, social
responsibility, and promotes
life-long learning.
Provides high-quality, easily
accessible educational
opportunities for adult
learners.
Finite Mathematics
Enables adults to earn
specific undergraduate and
graduate degrees while
maintaining their personal and
professional commitments.
student version
contents links
about this document
about Moser College
about blended learning
hallmarks of a Benedictine education
student expectations
attendance policy
submission of work
netiquette
_________________________
IDEA objectives & IDEA description
course overview
required textbooks
grading scale
learning outcomes
course schedule
external links
Develops new degree and
non-degree programs that
address the expressed needs of
the professional community.
financial aid
library resources
Academic Honesty Policy
APA formatting and style
APA resources for students
Student Success Center (SSC)
services for students with disabilities
Moser College Mission
Statement: Moser College
embodies the values of respect,
excellence, collaboration, and
professionalism. We are
committed to delivering
innovative and dynamic
programs designed for adult
students who are dedicated to
enhancing their professional,
local, and global communities.
_________________________
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Moser College Vision
Statement: To be one of the
premier university colleges in
the nation.
Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience
Discipline  Humility  Stewardship  Hospitality  Community
Benedictine
University
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Margaret and Harold Moser Center
1832 Centre Point Circle
Naperville, IL 60563
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Phone: (630)schedule
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Fax: (630) 829-1375
http://www1.ben.edu/programs/a
dult_cohorts/mission_vision.asp
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Content Links
Finite Mathematics - MATH 105
About Your Program at Benedictine University – Moser College
About This Document
This is a hypermedia document – it has been built to mimic navigation on the
web. This document can also be viewed as a presentation or it can be printed
like a traditional document. We use this sort of document because it allows for
navigation links (hyperlinks) to text, graphics, audio/video, and the web. This
type of document also allows you to navigate in a nontraditional, nonlinear way
– by following the page links you are not bound to read or flip through the
document in any sort of order. This is yet another example of Moser College’s
commitment to advancements in technology and blended learning.
About Moser College
The Moser College of Adult & Professional Studies delivers its curricular
programs in a specifically designed structure deliberately oriented for working,
adult learners. The Moser College is committed to providing a learning
environment which extends beyond the classroom and is designed specifically
to meet the needs of its students and their employers by bringing a quality
educational experience without requiring the student to relocate or travel
extensively beyond their home area. Benedictine University's Moser College of
Adult & Professional Studies is fully accredited by the Higher Learning
Commission of the North Central Association of Colleges and Schools*.
* http://www.ben.edu/academic_programs/moser/about/index.cfm
About Blended Learning
Blended learning is the integration of different learning environments: mainly
the online format with the face-to-face format, but may also include mobile
learning. Blended learning, also referred to as hybrid learning, relies on both
the advantages of digital/technology innovation and the methods of face-toface instruction. At Moser College, we use blended learning by combining
asynchronous online classroom sessions with a face-to-face classroom
environment. We alternate between the online session and the face-to-face
session in 5-week courses, with the A session being face-to-face and the B
session being online.
hallmarks of a Benedictine Education:
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Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
3
About
Finite Mathematics - MATH 105
The Ten Hallmarks of a Benedictine Education
A Benedictine Education
Based on the Rules of Saint Benedict, a Benedictine
Education is based on the Benedictine Wisdom
Tradition that sets as its goals the transformation of the
Human mind AND Heart and has at its foundation “The
Ten Hallmarks of a Benedictine Education”.
The Ten Hallmarks
Each academic year Moser College will be celebrating
two of the Hallmarks. This academic year 2011-2012,
the Hallmarks Stability and Stewardship have been
chosen. The ten hallmarks are:
1. Love of Christ and Neighbor
2. Prayer: a Life marked by liturgy, lection and
Mindfulness
3. Stability: commitment to the daily life of this place,
its heritage and tradition
4. Conversatio: the way of formation and
transformation
5. Obedience: a commitment to listening and
consequent action
6. Discipline: a way toward learning and freedom
7. Humility: knowledge of self in relation to God,
others and creation
8. Stewardship: responsible use of creation, culture
and the arts
9. Hospitality: openness to others
10. Community: call to serve the common good
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Portrait (1926) by Herman Nieg
(1849–1928); Heiligenkreuz Abbey, Austria
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Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
4
Hallmarks
Finite Mathematics - MATH 105
Student Expectations
Expectations of Students
In order to get the maximum use of the time available, it is expected that you
will:
•
Read the material to be covered in the class and complete required
assignments prior to attending the class/session;
•
Arrive/login to class/session prepared to participate actively;
•
Be prepared to actively participate in the collaborative activities of each
class/session; and
•
Always feel free to seek additional help from the instructor when the need
arises.
Attendance Policy
Students may not miss more than 25% of the live classroom sessions. Doing so
will result in an F for the course.
financial aid information
Submission of Work
All assignments are to be submitted into Desire 2 Learn (D2L) unless otherwise noted by instructor.
Assignments must be submitted by due date. Any assigned work submitted late for any unexcused
reason will receive a lowered grade. Please refer to your instructor’s late work policy located in D2L.
In the event that you miss an examination for due cause, arrangements must be made with the
instructor for a make-up examination. Important criteria concerning the submission of work:
•
Make-up examinations may differ from the original class examination.
•
Per University policy, assignments cannot be accepted by an instructor after the last day of the course.
•
Only discussions threads posted by 11:59 pm CST on the due date will count for grading purposes.
information concerning netiquette:
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IDEA
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Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
5
Expectations
Finite Mathematics - MATH 105
About Netiquette
What is Netiquette?
"Netiquette" stands for "Internet Etiquette", and refers to the set of practices which help to make the online
experiences pleasant for all involved. As you might expect, netiquette, like other forms of etiquette, is about
courtesy, manners, codes of behavior, protocols and respect. Netiquette primarily focuses on how we interact with
one another online, by being aware of: our use of language, others’ cultural background, conventional norms, and
other behaviors. Below you will find guidelines concerning the basics of online interaction. If it isn’t something you
would say or do in the face-to-face classroom, it is probably inappropriate in the online class as well.
Netiquette Basics
1. Follow the Golden Rule (“One should treat others as one would like others to treat oneself”)
2. Be ethical, fair, tolerant and mindful of others – avoid stereotyping, judgment and prejudice
3. Know the boundaries of particular cyberspaces – what is acceptable in a text or chatroom with friends may
not be appropriate in a classroom or in an online conversation with an instructor
4. Respect the time of others by: 1) using descriptive subject lines, 2) resizing images for the web, 3) providing
links instead of copying and pasting content, 5) using white space by inserting blank lines between paragraphs
and headers and 6) limiting your use of attachments
5. Copy the minimum number of people – it is tempting to send “email” or “message blasts” because it is easier
for the poster, but it is not easier for the reader
Inappropriate Online Usage
1. Avoid “flaming” – flaming is sending offensive, insulting or criticizing messages. This happens more often
online then in face-to-face interaction, because there is an illusion of anonymity.
2. Flaming is neither productive nor appropriate for the learning environment
3. Always avoid flaming when it comes to content and opinions, but also avoid it when it comes to grammar,
punctuation and spelling corrections
4. Avoid using CAPS if possible and never type messages in ALL CAPS – this is considered yelling and is often
seen as a form of aggression
5. Use emoticons ( :) , :( , :-) ) sparingly and avoid the use of JK, BRB, LOL and other text language
Confidentiality and Privacy
1.
2.
3.
4.
Email, messaging and posting are forms of written record and are just as permanent as a letter or document
Do not publicize your own or others’ personal information (such as email, phone numbers, last names etc.)
Respect copyright and cite any and all sources
Do not expect that your communications are private, instead assume all communications are public
For more information please review Netiquette by Virginia Shea
home
about
expectations
resources
course
overview
learning
outcomes
IDEA
schedule &
sessions
Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
6
Netiquette
Finite Mathematics - MATH 105
Individual Development and Educational Assessment
IDEA Objectives
•
Acquiring skills in working with others as a member of a team.
•
Developing creative capacities (writing, inventing, designing,
performing in art, music, drama, etc.)
•
Gaining a broader understanding and appreciation of intellectual/
cultural activity (music, science, literature, etc.)
•
Developing skill in expressing oneself orally or in writing.
•
Learning how to find and use resources for answering questions or
solving problems.
•
Developing a clearer understanding of, and commitment to, personal
values.
•
Learning to analyze and critically evaluate ideas, arguments, and
points of view.
•
Acquiring an interest in learning more by asking questions and
seeking answers.
IDEA Description
The IDEA student survey focuses on the instructor’s learning objectives for the course and on the
progress each student made toward achieving those objectives. By answering thoughtfully and
honestly, your ratings and comments will be much more helpful – to the instructor, the department
chair, and the dean of the college. As students, you should also know that student ratings and
comments have been used to help evaluate courses and to improve the educational experience at
Benedictine University. The appropriate standard of conduct with respect to student surveys is
thoughtful comments and constructive criticism – respectfully communicated.
A Focus on Learning
“The IDEA Student Ratings system looks at instruction in terms of its endgame. Rather than
emphasizing teaching style or personality, the IDEA system focuses on student learning and the
methods used to facilitate it.” – from the IDEA website: www.theideacenter.org/node/5
home
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learning
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IDEA
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Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
7
IDEA
Finite Mathematics - MATH 105
Student Evening Course Overview
Course Description
A survey of algebra, functions, graphs, and linear equations as applied to problems in economics and
business. Topics include mathematics of finance, linear, polynomial, exponential, and logarithmic
functions.
Course Materials
Required Textbook and Materials
Lial, M. L., Hungerford, T. W., & Holcomb, J. P., Jr. (2010). Mathematics with Applications, 10th
Edition. ISBN 9780321645537
TI-83 Plus or Ti-84 Plus graphing calculator is required.
Technological Computer Requirements
Students in the Blended program will need: High-speed Internet access; a sound card and speakers;
Windows XP (minimum)/Windows 7 (recommended) or Mac OS X 10.5 or higher; and Firefox 3.6 or
higher. It is also highly recommended that students have access to a microphone or webcam for
optional audio/videoconferencing.
Discussion Forum Guidelines
The Course Grading Scale
A
=
4.00
90 - 100%
EXCELLENT
B
=
3.00
80 – 89%
GOOD
C
=
2.00
70 – 79%
SATISFACTORY
D
=
1.00
60 – 69%
PASS
F
=
0.00
BELOW 60%
FAIL
I
=
INC
INCOMPLETE
home
about
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resources
To receive a minimum passing grade, students must
make a post to each discussion question for that
week by day 4 of each week and respond to at least
two other postings by the end of the week. Individual
Posts are worth up to 5 points and the total
Response Posts are worth up to 5 points total. Each
discussion will total up to 10 points.
.
course
overview
learning
outcomes
IDEA
schedule &
sessions
Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
8
Course Overview
Finite Mathematics - MATH 105
Student Evening Course Outcomes
Learning Outcomes
Assignments
Participation #1
MyMathLab practice
Discussion #1
MathLab Assignment #1
10
15
15
30
Quiz #2
35 pts
•
•
•
•
Assess student’s mathematical comprehension of basic algebraic
properties
Solve simple linear equations
Relate with other students methods of solving algebraic equations
Construct valid arguments in critical thinking exercises
Utilize MyMathLab to solve simple linear equations
Participation #2
Group Work #1
Discussion #2
MathLab Assignment #2
10
15
15
30
pts
pts
pts
pts
•
•
•
•
•
Assess student’s comprehension of simple linear equations
Interpret information about a function from its graph
Justify methods of evaluating functions
Compose valid arguments in evaluating functions
Utilize MyMathLab to evaluate functions
Quiz #2
Participation #3
Group Work #2
Discussion #3
MathLab Assignment #3
35
10
15
15
30
pts
pts
pts
pts
pts
•
•
Assess student’s comprehension of functions
Interpret quadratic, polynomial , rational functions and their
graphs
Determine appropriate methods of solving a variety of functions
Compile argumentation in solving a variety of functions
Utilize MyMathLab to evaluate a variety of functions
Quiz #3
Participation #4
35 pts
10 pts
Group Work #3
Discussion #4
MathLab Assignment #4
15 pts
15 pts
30 pts
Assess student’s comprehension of a variety of functions
Interpret exponential and logarithmic functions and their graphs
Evaluate exponential and logarithmic functions
Solve exponential and logarithmic functions
Utilize MyMathLab to examine exponential and logarithmic
functions
Assess student’s understanding of exponential and logarithmic
functions
Evaluate simple and compound interest problems
Model real-life simple and compound interest data
Predict future values of simple and compound interest data
Utilize MyMathLab to examine Financial data
Assess student’s comprehension of Financial data
Evaluate future and present values of annuities
Examine models of future and present values of annuities
Determine methods for solving a variety of Financial data
Utilize MyMathLab to model Financial data
Quiz #4
Participation #5
Group Work #4
Discussion #5
MathLab Assignment #5
35 pts
10 pts
15 pts
15 pts
30 pts
Quiz #5
35 pts
Participation #6
Group Work #5
Discussion #6
MathLab Assignment #6
Quiz #6
Participation #7
Group Work #6
Discussion #7
MathLab Assignment #7
10 pts
15 pts
15 pts
30 pts
35 pts
10 pts
15 pts
15 pts
30 pts
Total Points for course
700 pts
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
•
Examine various application of algebra as part of a class
Demonstrate basic use of MyMathLab
Assess a variety of multi-media features in MyMathLab
Utilize MyMathLab to perform basic algebraic operations
Points
pts
pts
pts
pts
about Bloom’s Taxonomy
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Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
9
Learning Outcomes
Finite Mathematics - MATH 105
Student Evening Course Schedule
Session
Loc.
Class Title
Assignments
01 A
F2F
The Real Numbers
Polynomials
Factoring
Rational Expressions
Exponents and Radicals
Introduction to MyMathLab
•
•
•
•
•
•
•
Sections 1.1 thru 1.5
Section 1.1 Exercises
Section 1.2 Exercises
Section 1.3 Exercises
Section 1.4 Exercises
Section 1.5 Exercises
MyMathLab Practice Assignment
01 B
online
The Real Numbers
Polynomials
Factoring
Rational Expressions
Exponents and Radicals
•
•
•
Sections 1.1 thru 1.5
MyMathLab Assignment #1
Discussion #1
02 A
F2F
First-Degree Equations
Quadratic Equations
Graphs
Equations of Lines
Linear Models
Inequalities
Polynomial and Rational Inequalities
•
•
•
•
•
•
•
•
•
Quiz #1 on sections 1.1thru 1.5
Sections 1.6 thru 1.7
Section 1.6 Exercises
Section 1.7 Exercises
Sections 2.1 thru 2.5
Section 2.1 Exercises
Section 2.2 Exercises
Section 2.3 Exercises
Group work #1- Case Study Page
130-131
02 B
online
First-Degree Equations
Quadratic Equations
Graphs
Equations of Lines/Linear Models
•
•
•
•
Sections 1.6 thru 1.7
Sections 2.1 thru 2.3
MyMathLab Assignment #2
Discussion #2
03 A
F2F
Functions
Graphs of Functions
Applications of Linear Functions
Quadratic Functions
•
Quiz #2 on sections 1.6,1.7,2.1
thru 2.3
Sections 3.1 thru 3.4
Section 3.1 Exercises
Section 3.2 Exercises
Section 3.3 Exercises
Section 3.4Exercises
Group work #2- Page 174
Problems 47 thru 50
home
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expectations
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course
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•
•
•
•
•
•
learning
outcomes
IDEA
schedule &
sessions
Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
10
Course Schedule
Finite Mathematics - MATH 105
Student Evening Course Schedule
Session
Loc.
Class Title
Assignments
03 B
online
Functions
Graphs of Functions
Applications of Linear Functions
Quadratic Functions
•
•
•
Sections 3.1 thru 3.4
MyMathLab Assignment #3
Discussion #3
04 A
F2F
Applications of Quadratic Functions
Polynomial Functions
Rational Functions
•
•
•
•
•
•
Quiz #3 on sections 3.1 thru 3.4
Sections 3.5 thru 3.7
Section 3.5 Exercises
Section 3.6 Exercises
Section 3.7 Exercises
Group work #3 - Page 209
Problems 77 thru 80
04 B
online
Applications of Quadratic Functions
Polynomial Functions
Rational Functions
•
•
•
Sections 3.5 thru 3.7
MyMathLab Assignment #4
Discussion #4
05 A
F2F
Exponential Functions
Applications of Exponential
Functions
Logarithmic Functions
Logarithmic and Exponential
Equations
•
•
•
•
•
•
•
Quiz #4 on sections 3.5 thru 3.7
Sections 4.1 thru 4.4
Section 4.1 Exercises
Section 4.2 Exercises
Section 4.3 Exercises
Section 4.4 Exercises
Group work #4 Page 255
Problems 55 thru 58
05 B
online
Exponential Functions
Applications of Exponential
Functions
Logarithmic Functions
Logarithmic and Exponential
Equations
•
•
•
Sections 4.1 thru 4.4
MyMathLab Assignment #5
Discussion #5
06 A
F2F
Simple Interest and Discount
Compound Interest
•
•
•
•
•
Quiz #5 on sections 4.1thru 4.4
Sections 5.1 thru 5.2
Section 5.1 Exercises
Section 5.2 Exercises
Group work #5- Page 277
Problems 45 thru 51 odds
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IDEA
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sessions
Love of Christ and Neighbor  Prayer  Stability  Conversatio  Obedience  Discipline  Humility  Stewardship  Hospitality  Community
11
Course Schedule