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 —

 
Anyagtípus
Anyag
Címkék
2015  complex  complex-numbers  mat  numbers 
Célcsoport (életkor)
3 – 19+
Nyelv
English
 
 
GeoGebra verzió
5.0
Megtekintések
5588
Contact author of resource
Licensz
CC-BY-SA, GeoGebra Terms of Use
Származtatott anyagok
Copy of Impossible Quadratics
Megosztotta Ronan Downes
 
 
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