Digital library
Textbooks, references and open learning resources.
External
Business Math
Jean-Paul Olivier · Red River College of Applied Arts, Science, & Technology
In the contents: 2.04: Algebraic Expressions (The Pieces Of The Puzzle)
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Chem 1300: Preparatory Chemistry
Robert Belford · University of Arkansas Little Rock
In the contents: 2.02: Algebra Review
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Matlab and Octave Programming for STEM Applications (Smith)
Cary Smith · Oxnard College
In the contents: 13: Linear Algebra · 13.07: Chapter 13 Linear Algebra Videos in English and Espanol
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Math C097: Support for Precalculus Corequisite: MATH C170
Chau D. Tran · Coastline College
In the contents: 1.02: Algebra Support · 1.3.08: Algebra and Composition of Functions
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Differential Equations for Engineers
Jiří Lebl · Oklahoma State University
In the contents: 11: Appendix A- Linear Algebra · 11.02: A.2- Matrix Algebra · 11.07: A.E- Linear Algebra (Exercises)
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Signals and Systems
Richard Baraniuk et al. · Rice University
In the contents: 14: Appendix A- Linear Algebra Overview · 14.01: Basic Linear Algebra
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Math 370: Precalculus
Carl Stitz & Jeff Zeager · Lakeland Community College & Lorain County Community College
In the contents: 3.04: Complex Zeros and the Fundamental Theorem of Algebra · 5.03: Other Algebraic Functions · 5.4: Algebraic Simplifications Necessary for Calculus
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Variational Principles in Classical Mechanics
Douglas Cline · University of Rochester
In the contents: 10.03: Algebraic Mechanics for Nonconservative Systems · 19.02: Appendix - Matrix Algebra · 19.03: Appendix - Vector algebra
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Discrete Structures
Laurie Lacey · SUNY Schenectady County Community College
In the contents: 12: Boolean Algebra · 12.03: Boolean Algebras · 12.04: Atoms of a Boolean Algebra
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TAMU_SA_UNIVERSITYPHYSICS_2_2326
Sayantan Das · Texas A&M University San Antonia
In the contents: 1.06: Algebra of Vectors · 1.07: Algebra of Vectors Examples
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Analytic Geometry and Calculus 1 (IVC Math C2210 - Huber)
Kenn Huber · Irvine Valley College
In the contents: 1.2.01: Algebraic Functions
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MTH 1 - Calculus I
Staff · Chabot College
This course is the first in the three-course calculus sequence intended for majors in math, engineering, and physical sciences. The course covers elements of analytic geometry, derivatives, limits and continuity, differentiation of algebraic and trigonometric functions, and the definite integral.
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First Semester Calculus (Westphal, adapted from Open Stax)
Karla Westphal · Saddleback College
In the contents: 4.06: Using Calculus (and some algebra too) to graph functions
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Introduction to Physics
Andrew Park · apark
This textbook is intended for a one-semester introduction to physics course, requiring as little mathematics as possible. Students are expected to have taken some algebra and geometry at high-school level, but no higher level of mathematics is required (and use of algebra and geometry is minimized as much as possible, in order to emphasize the concepts of physics).
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An Interactive Text for Food and Agricultural Marketing
Michael R. Thomsen · University of Arkansas
An Interactive Text for Food and Agricultural Marketing is intended to be the primary textbook for a University of Arkansas course on this subject. The course it taught at a junior level but is foundational in that it is a required course for all majors in Agricultural Business. The text assumes an understanding of college algebra and microeconomic principles that would be covered in a typical college-level introductory economic principles course.
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Electromagnetic Field Theory: A Problem Solving Approach
Markus Zahn · Massachusetts Institute of Technology
In the contents: 1.02: Vector Algebra
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Differential Equations for Engineers
Jiří Lebl · Oklahoma State University
In the contents: Appendix A: Linear Algebra · A.2: Matrix Algebra · A.E: Linear Algebra (Exercises)
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Technical Mathematics SJDC 1
Jacquelynn Schwegel · San Joaquin Delta College
In the contents: 1.07: Evaluating Algebraic Expressions and Formulas · 2.01: The Language of Algebra
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Conceptual Mathematics in Society
Ricela Feliciano-Semidei · Northern Illinois University
In the contents: 04: Algebra · 4.02: Algebraic Skills · 4.08: Common Mistakes in Algebra
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Technical Mathematics
James Turner · Barton Community College
In the contents: 06: The Fundamentals of Algebra · 6.02: Evaluating Algebraic Expressions · 6.03: Simplifying Algebraic Expressions