Some of the best books on algebra are “Algebra” by Michael Artin, “Abstract Algebra” by David S. Dummit and Richard M. Foote, and “Linear Algebra” by Gilbert Strang.

## See below for more information

Algebra is one of the fundamental branches of mathematics that deals with the study of mathematical symbols and rules that follow the operations of addition, subtraction, multiplication, and division. It is an essential subject in almost every field of science and technology. For those who aspire to learn algebra or need to refresh their knowledge, there are several great books available on the subject.

One of the most highly recommended books on algebra is “Algebra” by Michael Artin. This book is known for its in-depth coverage of the subject matter, clear explanations, and various problem sets that challenge the reader. Another excellent book is “Abstract Algebra” by David S. Dummit and Richard M. Foote, which is a comprehensive and modern approach to the subject, with a particular focus on groups, rings, and fields. “Linear Algebra” by Gilbert Strang is also a highly respected textbook, well suited for those interested in the study of linear algebra and its applications to various fields.

“Algebra is the offer made by the devil to the mathematician.” – Sir Michael Atiyah

Apart from the recommended books, here are some interesting facts related to algebra:

- The word “algebra” comes from the Arabic word “al-jabr,” which translates to “reunion of broken parts.”
- Al-Khwarizmi, a Persian mathematician, wrote the first book on algebra titled “The Compendious Book on Calculation by Completion and Balancing” in the 9th century.
- Algebraic equations were used by ancient Babylonians to solve problems related to measurement and trade.
- In the 16th century, Italian mathematician Gerolamo Cardano famously solved cubic equations using algebra.
- Algebra forms the basis of many areas of modern mathematics, including number theory, geometry, and analysis.

To better illustrate the information, here’s a table comparing the three best books on algebra:

Book Title | Author(s) | Key Features |
---|---|---|

Algebra | Michael Artin | In-depth coverage, clear explanations, challenging problem sets |

Abstract Algebra | David S. Dummit and Richard M. Foote | Comprehensive and modern approach, focused on groups, rings, and fields |

Linear Algebra | Gilbert Strang | Highly respected textbook, well suited for those interested in the study of linear algebra and its applications |

## Check out the other answers I found

100 Best Algebra Books of All Time

- 1 Fermat’s Enigma The Epic Quest to Solve the World’s Greatest Mathematical Problem
- 2 Infinite Powers How Calculus Reveals the Secrets of the Universe
- 3 Introduction to Linear Algebra
- 4 Everything You Need to Ace Math in One Big Fat Notebook
- 5 Quantum Mechanics
- 6 Algebra I Workbook for Dummies 3E with Online Practice
- 7 No-Nonsense Algebra
- 8 A Book of Abstract Algebra

## See the answer to your question in this video

The video suggests that becoming proficient in algebra can be achieved by spending 30 minutes daily practicing math problems or reading books. Starting with pre-algebra, the speaker recommends Fearon’s Pre-Algebra book before advancing to college algebra and pre-calc books. Resources such as textbooks, YouTube videos, and online courses are also suggested for those looking to improve their skills. The key takeaway is consistency in daily study time, which can greatly enhance one’s math abilities over time.

## Surely you will be interested

Book | Level |
---|---|

Practice Makes Perfect Algebra I Review and Workbook | Beginner |

Algebra: 100 Fully Solved Equations To Explain Everything You Need To Know To Master Algebra! | Beginner, High School |

Algebra Word Problems Made Simple | Beginner, High School |

Practical Algebra: A Self-Teaching Guide | High School |

- Make a study schedule.
- Maintain a mathematics notebook.
- Read your textbook prior to class.
- Do textbook examples.
- Write the mathematical procedures.
- Re-visit previously-studied concepts.
- Summarize concepts and procedures.
- Re-read prior to a quiz or test.

- Pre-algebra.
- Elementary algebra.
- Abstract algebra.
- Linear algebra.
- Universal algebra.