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philosophy & fun of algebra: boole mary everest [pdf]

Philosophy and Fun of Algebra by Boole Mary Everest

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About this book .-
Philosophy and Fun of Algebra written by Boole Mary Everest.
A young monkey named Genius picked a green walnut, and bit, through a bitter rind, down into a hard shell. He then threw the walnut away, saying: “How stupid people are! They told me walnuts are good to eat.” His grandmother, whose name was Wisdom, picked up the walnut—peeled off the rind with her fingers, cracked the shell, and shared the kernel with her grandson, saying: “Those get on best in life who do not trust to first impressions.” In some old books the story is told differently; the grandmother is called Mrs Cunning-Greed, and she eats all the kernel herself. Fables about the Cunning-Greed family are written to make children laugh. It is good for you to laugh; it makes you grow strong, and gives you the habit of understanding jokes and not being made miserable by them. But take care not to believe such fables; because, if you believe them, they give you bad dreams.
(Boole Mary Everest)

Book Detail .-
Title. Philosophy and Fun of Algebra
Edition.
Author(s). Boole Mary Everest
Publisher. Chapman Press
Series.
Year. 2007
Pages. 56
Type. PDF
Language. English
ISBN. 9781406744705,1406744700
Country. UK
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About Author :-
Mary Everest Boole (born 1916, England) was a self-taught mathematician who is best known as an author of didactic works on mathematics, such as Philosophy and Fun of Algebra, and as the wife of fellow mathematician George Boole. Her progressive ideas on education, as expounded in The Preparation of the Child for Science, included encouraging children to explore mathematics through playful activities such as curve stitching. Her life is of interest to feminists as an example of how women made careers in an academic system that did not welcome them.

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Book Contents .-
Philosophy and Fun of Algebra written by Boole Mary Everest cover the following topics.
1. From Arithmetic To Algebra
2. The Making of Algebras
3. Simultaneous Problems
4. Partial Solutions. . . Elements of Complexity
5. Mathematical Certainty
6. The First Hebrew Algebra
7. How to Choose Our Hypotheses
8. The Limits of the Teacher’s Function
9. The Use of Sewing Cards
10. The Story of a Working Hypothesis
11. Macbeth’s Mistake
12. Jacob’s Ladder
13. The Great x of the World
14. Go Out of My Class-Room
15. −1
16. Infinity
17. From Bondage to Freedom
18. Appendix


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