Impossible Quadratics

It is known that the equation [math]x^2+1=0[/math] has no real number solution. Finding solutions is equivalent to finding the x-intercepts of the graph of [math]f(x)=x^2+1[/math]. No intersection points, no solutions. You should be able to grab the graph and move it around to create equations that do have solutions.

 

Steve Phelps

 
Type de ressources
Activité
Balises
2015  complex  complex-numbers  mat  numbers 
Tranche d'âges
3 – 19+
Langue
English
 
 
Version GeoGebra
5.0
Vues
5411
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Licence
CC-BY-SA, GeoGebra Terms of Use
Matériels dérivés
Copy of Impossible Quadratics
partagé par Ronan Downes
 
 
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