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Recommended Open Educational Resources for an Undergraduate Course in Introductory Algebra with Geometry
Recommended Open Educational Resources for an Undergraduate Course in Introductory Algebra with Geometry
These free and open educational resources are designed to meet the needs of students taking Introductory Algebra with Geometry. There is also a great introduction to Geometry for the student who has never taken a Geometry course before.
Recommended Open Educational Resources for an Undergraduate Course in Linear Algebra and  Differential Equations
Recommended Open Educational Resources for an Undergraduate Course in Linear Algebra and Differential Equations
Differential Equations and Linear Algebra is a free and open textbook introducing the basics of differential equations and linear algebra to undergraduate students. Students should have taken courses in Differential and Integral Calculus before using this textbook. This book is a combination of 3 open educational resources: 1. Elementary Differential Equations by William F. Trench, licensed under CC BY-NC-SA 3.0. 2. Differential Equations for Engineers by Jiří Lebl, licensed under CC BY-NC-SA 3.0. 3. A First Course in Linear Algebra (an open text) by Lyryx Learning – based on original text by Ken Kuttler, licensed under CC BY.
Research Methods in Psychology OER Textbook Instructor Slides
Research Methods in Psychology OER Textbook Instructor Slides
This is a set of instructor lecture slides and active learning activities to go with the OER textbook, Research Methods in Psychology (4th edition) by Rajiv S. Jhangiani, Carrie Cuttler, and Dana C. Leighton.
Single Variable Calculus: An Introduction to Integration
Single Variable Calculus: An Introduction to Integration
Single Variable Calculus: An Introduction to Integration is a free and open textbook and is a great introduction to integration for students who have already taken courses in differential calculus. The book explains Calculus II concepts adequately, comprehensively, and concisely, and its topics are reflective of the content areas in other published Calculus textbooks. Problems in the textbook do not only test computational skills, but are also applicable and related to real-life problems and areas that students are interested in. The text gives an adequate picture of Calculus II – Integral Calculus and prepares students for other disciplines like Engineering and Physics, as well as higher-level Mathematics courses.

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