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Outline
Further Pure
FP1
Complex Numbers
Complex Transformations Examples
Polar Coordinates
Conics
Maclaurin Taylor Series
Vectors
Further Pure
Author:
Patrick Cobb
Table of Contents
FP1
Satellite and Parabola
Matrix Transformations
Matrix Rotations
Complex Numbers
nth roots
|z|=n
|z-z1|=|z-z2|
|z-z1|=k|z-z2|
Arg z = pi/4
Arg(z-z1)/(z-z2)
Joukowsky Transform
Complex Transformations Examples
example 3
x=1, w=24/z
mod z =3, w=24/z
Polar Coordinates
Polar plotter - introducing polar curves
Polar curves - intersections
Polar Tangents V3
Polar Tangents
Polar Integral
(Old) Polar Plotter
Conics
Eccentricity
Normal to an ellipse
Conics Example 2
Ellipse Tangent Loci Starter
Maclaurin Taylor Series
Maclaurin - Taylor
Vectors
P-P
Plane defined by 2 vectors
Next
Satellite and Parabola
New Resources
z`]]
Neuberg's Theorem
apec
Billard V5.2 and V6
函數的單調性
Discover Resources
MalinC's GeoGebra-book
OTR Corner Lots
pythagorus
Simultaneous Equations (graphical method)
Side-Side-Angle Test for Similar Triangles
Discover Topics
Hypothesis Testing
Mode
Cube
Logarithmic Functions
Pythagoras or Pythagorean Theorem
