
How To Solve It: A New Aspect Of Mathematical Method
Condition: SECONDHAND
This is a secondhand book. The jacket image is a photograph of the exact copy we have in stock. This image shows the condition of this book. Further condition remarks are below.
Author: G. Polya
Binding: Paperback
Published: Princeton University Press, 1973
Condition:
Book: Fair
Jacket: No dust jacket
Pages: Tanning and foxing
Markings: No markings
Condition remarks: Condition as shown in image. Foxing on book block. Minor nick/tears on FEP. Clean text.
This seminal work, How To Solve It, presents a timeless framework for approaching and resolving problems, particularly within the realm of mathematics. It instructs readers in a methodical process, illustrating key heuristics that guide the path from understanding a problem to devising a solution. The text argues for the importance of a structured yet flexible mindset, detailing strategies such as working backward, drawing diagrams, and simplifying complex scenarios. This influential volume uncovers the underlying principles of mathematical discovery, offering invaluable insights for students, educators, and anyone seeking to enhance their analytical thinking. Its enduring relevance solidifies its place as a cornerstone in the literature of problem-solving methodology.
Author: G. Polya
Binding: Paperback
Published: Princeton University Press, 1973
Condition:
Book: Fair
Jacket: No dust jacket
Pages: Tanning and foxing
Markings: No markings
Condition remarks: Condition as shown in image. Foxing on book block. Minor nick/tears on FEP. Clean text.
This seminal work, How To Solve It, presents a timeless framework for approaching and resolving problems, particularly within the realm of mathematics. It instructs readers in a methodical process, illustrating key heuristics that guide the path from understanding a problem to devising a solution. The text argues for the importance of a structured yet flexible mindset, detailing strategies such as working backward, drawing diagrams, and simplifying complex scenarios. This influential volume uncovers the underlying principles of mathematical discovery, offering invaluable insights for students, educators, and anyone seeking to enhance their analytical thinking. Its enduring relevance solidifies its place as a cornerstone in the literature of problem-solving methodology.
