GeoGebra
GeoGebra
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
Author:
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
Next
Line Basics
New Resources
Exploring Line Reflections in the Coordinate Plane
Chapter-03: Example 3-3
Reflecting about Y = X and Y = -X (Ver 1)
Lamp Shade
Chapter-07: Change of basis
Discover Resources
Converging lens - object distance > f
pooop
Start, Perpendicular Bisector
Quadratic inequalities 2020
Algebra Chips
Discover Topics
Standard Deviation
Rotation
Linear Equations
Mode
Cuboid
