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Auteur :
Силвия Станева
,
Steve Phelps
Imagine three non-collinear points on a sphere. (That is, they do not lie on a single great circle.) (a) How many great circles do they determine? (b) How many triangles do they form? (c) How are these triangles related?
GeoGebra
Nouvelles ressources
Special Solid Trace
apec
The 3D Space
רישום חופשי
Dividing a 2-digit number by a 1-digit number (1)
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Test
Choix 2
Recovery PB
FCHS 2 Quadrilateral Investigation
C:\k\quantitative methods 2\geogebra\one
Polygonal Starburst
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Losange
Translation
Transformations Géométriques
Orthocentre
Fractions