*Linear Algebra*, by David Cherney, Tom Denton, and Andrew Waldron, is a free linear algebra textbook available in pdf format.

# Free Math eBooks - Page 2

## Linear Algebra: Free PDF

## Think Bayes: Bayesian Statistics Made Simple

*Think Bayes: Bayesian Statistics Made Simple*, by Allen B. Downey, uses Python code instead of math, and discrete approximations instead of continuous mathematics.

## Advanced Algebra II: Teacher’s Guide

*Advanced Algebra II: Teacher’s Guide* is the Teacher’s Guide for Kenny Felder’s course in Advanced Algebra II.

## Advanced Algebra II: Conceptual Explanations

*Advanced Algebra II: Conceptual Explanations* is the Conceptual Explanations part of Kenny Felder’s course in Advanced Algebra II.

## Advanced Algebra II: Activities and Homework

*Advanced Algebra II: Activities and Homework* is the main text of Kenny Felder’s course in Advanced Algebra II.

## Single Variable Calculus

The emphasis in *Single Variable Calculus* is on problemsâ€”doing calculations and story problems.

## Basics of Algebra, Topology, and Differential Calculus

*Basics of Algebra, Topology, and Dierential Calculus*, by Jean Gallier, is a book in progress which is available as a free pdf download.

## Introduction to Calculus II

*Introduction to Calculus II* is the second volume of an introductory calculus presentation intended for future scientists and engineers. Volume II is a continuation of volume I and contains chapters six through eleven.

## Introduction to Calculus I

*Introduction to Calculus I* provides an introduction to calculus in its many forms and gives some presentations to illustrate how powerful calculus is as a mathematical tool for solving a variety of scientific problems.

## Introduction to Real Analysis

*Introduction to Real Analysis*, by William F. Trench, is for two-semester, junior/senior-level courses in introductory real analysis. Designed to fill the gaps left in the development of calculus as it is usually presented in the elementary course, this text introduces students to a rigorous understanding of mathematical analysis.