Phu Xuan University Library

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Textbooks, references and open learning resources.

MATH 110: Techniques of Calculus I

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MATH 110: Techniques of Calculus I

Debbie Gaydos · Penn State University, Greater Allegeheny

In the contents: 3.08: Differential Equations

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LA

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Linear Algebra with Applications

W. Keith Nicholson · University of Calgary

In the contents: 01: Systems of Linear Equations · 1.00: Prelude to Systems of Linear Equations · 1.03: Homogeneous Equations

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Contemporary Calculus

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Contemporary Calculus

Jeff Eldridge · Edmonds College

In the contents: 2.8 Linear Approximation and Differentials · 06 Differential Equations · 6.1 Introduction to Differential Equations

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CHEM 110A: Introduction to Quantum Mechanics

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CHEM 110A: Introduction to Quantum Mechanics

Delmar Larsen · University of California, Davis

In the contents: 2.03: Oscillatory Solutions to Differential Equations · 8.03: Hartree-Fock Equations are Solved by the Self-Consistent Field Method

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Math C280: Calculus III

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Math C280: Calculus III

Michael Everett · Coastline College

In the contents: 1.05: Equations of Lines and Planes in Space · 1.5E: Exercises for Equations of Lines and Planes in Space · 3.05: Tangent Planes Linear Approximations and the Total Differential

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M273: Multivariable Calculus

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M273: Multivariable Calculus

Montana_State_University

In the contents: 12.5: Equations of Lines and Planes in Space · Exercises for Equations of Lines and Planes in Space · Tangent Planes, Linear Approximations, and the Total Differential

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Math C285: Linear Algebra and Diffrential Equations (Tran)

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Math C285: Linear Algebra and Diffrential Equations (Tran)

Chau D. Tran · Coastline College

In the contents: 01: Systems of Equations · 1.01: Systems of Equations Geometry · 1.02: Systems of Equations Algebraic Procedures

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MCC: MTH 212 Calculus III

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MCC: MTH 212 Calculus III

Paul Seeburger · Monroe Community College

In the contents: 11.5: Equations of Lines and Planes in Space · 11.5E: Exercises for Equations of Lines and Planes in Space · 13.4: Tangent Planes Linear Approximations and the Total Differential

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CHM 364 Physical Chemistry 2 (Grinnell College)

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CHM 364 Physical Chemistry 2 (Grinnell College)

Elaine Marzluff · Grinnell College

In the contents: 2.03: Oscillatory Solutions to Differential Equations · 8.03: Hartree-Fock Equations are Solved by the Self-Consistent Field Method · 13.02: The Dynamics of Transitions can be Modeled by Rate Equations

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MTH 226: Calculus III

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MTH 226: Calculus III

LibreTexts

In the contents: 10.1: Curves Defined by Parametric Equations · 1.09: Equations of Lines and Planes in Space · 12.5E: Exercises for Equations of Lines and Planes in Space

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Mathematical Methods in Chemistry

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Mathematical Methods in Chemistry

Marcia Levitus · Arizona State University

In the contents: 04: First Order Ordinary Differential Equations · 4.02: 1st Order Ordinary Differential Equations · 05: Second Order Ordinary Differential Equations

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Graduate Classical Mechanics

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Graduate Classical Mechanics

Michael Fowler · University of Virginia

In the contents: 4.04: Lagranges Equations from Hamiltons Principle Using Calculus of Variations · 06: Hamiltons Equations · 6.08: Hamiltons Equations

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MAT 2420 Calculus II

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MAT 2420 Calculus II

LibreTexts

In the contents: 04: Introduction to Differential Equations · 4..E: 4.E: Introduction to Differential Equations (Exercises) · 4.00: Prelude to Differential Equations

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CLP-1 Differential Calculus

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CLP-1 Differential Calculus

Joel Feldman, Andrew Rechnitzer & Elyse Yeager · University of British Columbia

In the contents: 4.03: Exponential Growth and Decay a First Look at Differential Equations

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CCSF Calculus

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CCSF Calculus

Kendra Lockman · City College of San Francisco

In the contents: 3.09: Linear Approximations and Differentials · 10: Parametric Equations and Polar Coordinates · 10.02: Parametric Equations

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Physical Chemistry

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Physical Chemistry

Delmar Larsen · LibreTexts Inc

In the contents: 2.03: Oscillatory Solutions to Differential Equations · 8.03: Hartree-Fock Equations are Solved by the Self-Consistent Field Method · 15.02: The Dynamics of Transitions can be Modeled by Rate Equations

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Math C180: Calculus I

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Math C180: Calculus I

Michael Everett · Coastline College

In the contents: 4.08: Parametric Equations · 4.09: Derivatives of Parametric Equations · 4.11: Linear Approximations and Differentials

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Elementary Calculus 2e

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Elementary Calculus 2e

Michael Corral · Schoolcraft College

In the contents: 03: Topics in Differential Calculus · 3.06: Differentials · 7.06: Parametric Equations

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Interactive Calculus Q2

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Interactive Calculus Q2

Larry Green · Lake_Tahoe_Community_College

In the contents: 04: Introduction to Differential Equations · 4.01: Prelude to Differential Equations · 4.02: Basics of Differential Equations

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Introduction to Quantum Mechanics

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Introduction to Quantum Mechanics

Delmar Larsen · University of California, Davis

In the contents: 2.3: Oscillatory Solutions to Differential Equations · 8.03: Hartree-Fock Equations Are Solved by the Self-Consistent Field Method

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