UoPeople Online Syllabus Repository (OSR)
General Studies
MATH 1201 College Algebra
MATH 1201: College Algebra
Syllabus
Prerequisites: None.
Course Description: This course provides a solid grounding in algebra, trigonometry, and analytic geometry in preparation for further mathematical studies. The course includes an extensive study of linear, quadratic, and rational functions. It also contains an introduction to exponential and logarithmic functions and circles. Finally, the topic of systems of linear equations is covered.
Required Textbook and Materials: UoPeople courses use open educational resources (OER) and other materials specifically donated to the University with free permissions for educational use. Therefore, students are not required to purchase any textbooks or sign up for any websites that have a cost associated with them. The main required textbooks for this course are listed below and can be readily accessed using the provided links. There may be additional required/recommended readings, supplemental materials, or other resources and websites necessary for lessons; these will be provided for you in the course's General Information and Forums area, and throughout the term via the weekly course Unit areas and the Learning Guides.
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Abramson, J. (2023). Algebra and trigonometry (2nd ed.). OpenStax. https://openstax.org/details/books/algebra-and-trigonometry-2e licensed under CC 4.0
Software Requirements/Installation:
In this course, you will use online graphing calculator, GeoGebra: https://www.geogebra.org/calculator
Note that the information on how to use the online calculator has been included in Learning Guide Unit 1, under the heading 'Using Geogebra'.
Learning Objectives and Outcomes:
By the end of this course students will be able to:
- Summarize the basic concepts of algebra and trigonometry using various resources (textbooks, graphs and scientific calculators)
- Solve algebraic and trigonometric problems.
- Interpret the algebraic and trigonometric concepts using graphs.
- Apply the algebraic and trigonometric concepts to the mathematical models .
Course Schedule and Topics: This course will cover the following topics in eight learning sessions, with one Unit per week. The Final Exam will take place during Week/Unit 9 (UoPeople time).
Week 1: Unit 1 - Functions - I
Week 2: Unit 2 - Functions - II
Week 3: Unit 3 - Polynomials - I (Linear and Quadratic Functions)
Week 4: Unit 4 - Polynomials - II (Polynomials of Higher Order and Rational Functions)
Week 5: Unit 5 - Exponential and Logarithmic Functions
Week 6: Unit 6 - Trigonometry - I (Foundations of Trigonometry)
Week 7: Unit 7 - Trigonometry - II (Additional Trigonometric Concepts)
Week 8: Unit 8 - Systems of Equations
Week 9: Unit 9 -Course Review and Final Exam
Learning Guide: The following is an outline of how this course will be conducted, with suggested best practices for students.
Unit 1: Functions - I
- Read the Learning Guide and Reading Assignments
- Read 'Using GeoGebra' in the Learning Guide Unit 1
- Participate in the Discussion Assignment (post, comment, and rate in the Discussion Forum)
- Complete an entry in the Math Assignment
- Take the Self-Quiz
Unit 2: Functions - II
- Read the Learning Guide and Reading Assignments
- Complete an entry in the Math Assignment
- Take and submit the Self-Quiz
Unit 3: Polynomials - I (Linear and Quadratic Functions)
- Read through the Learning Guide and the Reading Assignment
- Complete an entry in the Math Assignment
- Take and submit the Self-Quiz
- Take and submit the Graded Quiz
Unit 4: Polynomials - II (Polynomials of Higher Order and Rational Functions)
- Read through the Learning Guide and the Reading Assignment
- Complete an entry in the Math Assignment
- Take and submit the Self-Quiz
Unit 5: Exponential and Logarithmic Functions
- Read through the Learning Guide and the Reading Assignment
- Complete the Discussion Assignment by posting in the Discussion Forum
- Respond to two of your fellow classmates’ posts in the Discussion Forum
- Complete an entry in the Math Assignment
- Take and submit the Self-Quiz
Unit 6: Trigonometry - I (Foundations of Trigonometry)
- Read the Learning Guide and Reading Assignments
- Complete an entry in the Math Assignment
- Take and submit the Self-Quiz
- Take and submit the Graded Quiz
Unit 7: Trigonometry - II (Additional Trigonometric Concepts)
- Read through the Learning Guide and the Reading Assignment.
- Complete an entry in the Math Assignment.
- Take and submit the Self-Quiz.
Unit 8: Systems of Equations
- Read through the Learning Guide and the Reading Assignment.
- Complete the Discussion Forum Assignment by posting in the Discussion Forum.
- Respond to two of your fellow classmates’ posts in the Discussion Forum .
- Complete an entry in the Math Assignment.
- Take and submit the Self-Quiz.
- Take the Review Quiz.
- Read the Unit 9 Learning Guide carefully for instructions on the Final Exam.
Unit 9: Course Review and Final Exam
- Read the Learning Guide and take the Review Quiz, if you haven't already done so
- Prepare for, take, and submit the Final Exam
- The Final Exam will take place during the Thursday and Sunday of Week/Unit 9 (UoPeople time); exact dates, times, and other details will be provided accordingly by your instructor
Course Requirements:
Math Assignment
Course Policies:
Course Requirements | Number of Items | Percentage |
---|---|---|
Discussion Forum | 3 | 20% |
Math Assignment | 8 | 55% |
Graded Quizzes | 2 | 10% |
Final Exam | 1 | 15% |
Total | 100% |
Letter Grade |
Grade Scale |
Grade Points |
A+ |
98-100 |
4.00 |
A |
93-97 |
4.00 |
A- |
90-92 |
3.67 |
B+ |
88-89 |
3.33 |
B |
83-87 |
3.00 |
B- |
80-82 |
2.67 |
C+ |
78-79 |
2.33 |
C |
73-77 |
2.00 |
C- |
70-72 |
1.67 |
D+ |
68-69 |
1.33 |
D |
63-67 |
1.00 |
D- |
60-62 |
0.67 |
F |
Under 60 |
0.00 |
- Assignments must be submitted on or before the specified deadline. A course timeline is provided in the course schedule, and the instructor will specify deadlines for each assignment.
- Occasionally there may be a legitimate reason for submitting an assignment late. Most of the time, late assignments will not be accepted and there will be no make-up assignments.
- All students are obligated to inform their instructor in advance of any known absences which may result in their non-participation.