| Fundamentals of Math Course |
The following course in Fundamentals of Math is provided in its entirety by Atlantic
International University's "Open
Access Initiative" which strives to make knowledge
and education readily available to those seeking advancement
regardless of their socio-economic situation, location
or other previously limiting factors. The University's Open Courses are
free and do not require any purchase or registration,
they are open to the public.
Objectives for Fundamentals of Math:
- Find the perimeter, and area of squares, parallelograms, triangles, trapezoids and circles; volume and surface area, relations between angle measures, congruent and similar triangles, and properties of parallelograms.
- Add, subtract, multiply and divide real numbers and manipulate certain expressions.
- Solve problems using equations and inequalities.
- Add, subtract, multiply and factor polynomials.
- Add, subtract, multiply and divide, and simplify rational expressions
Description for Fundamentals of Math:
- Find the perimeter, and area of squares, parallelograms, triangles, trapezoids and circles; volume and surface area, relations between angle measures, congruent and similar triangles, and properties of parallelograms.
- Add, subtract, multiply and divide real numbers and manipulate certain expressions.
- Solve problems using equations and inequalities.
- Add, subtract, multiply and factor polynomials.
- Add, subtract, multiply and divide, and simplify rational expressions
Introduction:
Fundamentals of Math (Open)
This brief Video Introduces the professor and topics
to be covered in the course
Course
Content, Lessons, and Tests: Fundamentals of Math
(Open)
The lessons and topics for this course are provided
in audio and video format. A test will follow the conclusion
of each lesson to verify the concepts covered have been
learned.
Review
of Topics and Lessons: Fundamentals of Math
(Open)
A outline of the topics covered in this course is provided
in video format.
Conclusion:
Fundamentals of Math (Open)
Final notes and comments about the course made by the
author.
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