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GeoGebra
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Kapitel
Transformations
Line Basics
y = f(cx)
y = cf(x)
y = f(-x)
y = -f(x)
y = f(x + c)
y = f(x - c)
y = f(x) + c
y = f(x) - c
y=mx+c
Quadratic Graph
Cubic Graph
y= ae^bx +c
Solving Simultaneous Equations Graphically
Rotation about the origin
Reflection about a line
Transformations
Autor:
Karis
Line Basics
y = f(cx)
y = cf(x)
y = f(-x)
y = -f(x)
y = f(x + c)
y = f(x - c)
y = f(x) + c
y = f(x) - c
y=mx+c
Quadratic Graph
Cubic Graph
y= ae^bx +c
Solving Simultaneous Equations Graphically
Rotation about the origin
Reflection about a line
Weiter
Line Basics
Neue Materialien
Exploring the Area of a Triangle
Average Rate of Change: Graph a Function (1)
Parallelograms: Quick Investigation
alg2_05_05_01_slider_practice_flvs
Average Rate of Change: Graph a Function (2)
Entdecke Materialien
TransPractice_NoList
FUERZAS COPLANARES
intro vector subtraction.ggb
medians
NAPOLEAN THEOREM
Entdecke weitere Themen
Vektoren 2D (zweidimensional)
Bestimmtes Integral
Vektoren 3D (dreidimensional)
Ähnliche Dreiecke
Polynomfunktionen oder ganzrationale Funktionen