Philosophy and Fun of Algebra

By Mary Everest Boole
Listen with Sir Michael Caine™ and 1,000+ voices
Length1h 31m

About this audiobook

In "Philosophy and Fun of Algebra," Mary Everest Boole presents a captivating exploration of algebraic concepts, intertwining philosophical reflections with pedagogical insights. Her writing embodies a unique blend of erudition and playfulness, as she demystifies mathematical ideas for both young learners and seasoned scholars. Set against the backdrop of the late 19th-century educational reforms, Boole advocates for an engaging approach to mathematics, emphasizing the inherent beauty of algebraic thinking and its applicability in real-world contexts. She employs vivid illustrations and thought experiments, skillfully guiding readers through the intricacies of algebra while maintaining an accessible style that invites curiosity and imagination. Mary Everest Boole, an influential educator and the wife of the mathematician George Boole, was a pioneering figure in advancing mathematics education. Her commitment to teaching and understanding mathematical principles stemmed from her own experiences, as well as her desire to promote critical thinking among her students. Boole's deep interest in the interplay between mathematics and philosophy is evident throughout the text, providing a rich intellectual landscape that informs her pedagogical approach. For those seeking to deepen their appreciation of mathematics or nurture a love for algebra in their students, "Philosophy and Fun of Algebra" is a must-read. Boole's invigorating prose not only emboldens the reader to embrace algebra but also fosters a sense of wonder about the subject. This book serves as both an educational resource and a philosophical treatise, making it essential for educators, students, and anyone passionate about the joys of mathematics.

Audiobook details

Rating★★★ 3.4 (60)
Includes Goodreads
GenreScience and Nature
Length1 hr 31 mins
Narrated byListen with 1,000+ voices
FormateBook with Audio
Publish dateAug 10, 2022
LanguageEnglish

Table of contents

1FROM ARITHMETIC TO ALGEBRA
2THE MAKING OF ALGEBRAS
3SIMULTANEOUS PROBLEMS
4PARTIAL SOLUTIONS AND THE PROVISIONAL ELIMINATION OF ELEMENTS OF COMPLEXITY
5MATHEMATICAL CERTAINTY AND REDUCTIO AD ABSURDUM
Mostrar todos os capítulos
6THE FIRST HEBREW ALGEBRA
7HOW TO CHOOSE OUR HYPOTHESES
8THE LIMITS OF THE TEACHER'S FUNCTION
9THE USE OF SEWING CARDS
10THE STORY OF A WORKING HYPOTHESIS
11MACBETH'S MISTAKE
12JACOB'S LADDER
13THE GREAT X OF THE WORLD
14GO OUT OF MY CLASS-ROOM
15√-1
16INFINITY
17FROM BONDAGE TO FREEDOM
18APPENDIX
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