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The Art of Problem Posing
Auteur :
Steve Phelps
"What if each attribute were not so; what could it be then?"
Brown & Walter, 2005
https://www.amazon.com/Art-Problem-Posing-Stephen-Brown/dp/0805849777
Nouvelles ressources
Linear Systems + Relationships Between Coefficients and Solutions
Area Between Two Curves
Average Value of a Function
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Tessellation1d
Triangle Dilation
Young Experiment-Gujarati
Gianna Rivera's Equilateral Triangle
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Symétrie
Equations
Mathématiques
Fonctions Polynomiales
Vecteurs
![[i]Brown & Walter, 2005
[url=https://www.amazon.com/Art-Problem-Posing-Stephen-Brown/dp/0805849777]https://www.amazon.com/Art-Problem-Posing-Stephen-Brown/dp/0805849777[/url] [/i]](https://stage.geogebra.org/resource/sexwNeRr/lxTIHI3DTyZ0KR37/material-sexwNeRr.png)