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Conic Sliders
Auteur :
Tyler Clark
Move the sliders for
and
to see what they do to the conic. When
, we have a hyperbola. When
, we have an ellipse. What happens when
? Here,
and
are vertices,
and
are foci, and
is the eccentricity.
GeoGebra
Nouvelles ressources
Rule of Sarrus - Determinant of a 3×3 Matrix
The Geometry of the Coefficients of a Quadratic Function
רישום חופשי
apec
Graph of Slopes of Tangent Lines
Découvrir des ressources
Rotation Tessellation Step 9
Headlight
Rotational Symmetry - Regular Octagon
Solving Cubic Equations
Two Tier Cake
Découvrir des Thèmes
Géometrie
Sinus
Quadrilatères
Dérivée
Triangles