Title of the didactic Unit |
Partner that created the didactic Unit |
Key words |
Available Languages |
Software, applications associated |
| Arithmetic mean and normal distribution |
DK |
statistics and probability |
EN,IS,DK |
no |
Dynamical simulation of stochastic phenomenons with Excel 
|
DK |
statistics and probability, Excel |
EN,SK,BG,DK |
no |
Geometry in the field using GPS
|
DK |
GPS |
EN,DK,AT |
no |
Simulation of Chi Square distribution
|
DK |
statistics and probability |
EN, IT, DK |
3 video |
| Finding the tall tree by GPS |
DK |
GPS |
EN, DK, IS |
no |
Best spot - investigation with circles
|
SK |
curves |
EN, SK, DK |
ggb files are compressed |
Geometry on the playground from the student's view
|
SK |
geometry in reality, modeling |
EN, SK, IS |
ggb files are compressed |
Reproduction of antique elements and dynamic software
|
SK |
art, geometry in reality, modeling |
EN |
ggb files are compressed |
How to add infinitely looong sums .
|
SK |
calculus |
EN, SK ,IS |
ggb files are compressed |
Geometry on Car Wheels
|
SK |
geometry in reality, polygons |
EN,SK, IS, DK |
ggb files are compressed |
GPS Mathematics in nature
|
SK |
geometry in reality, GPS |
EN, SK , AT |
ggb files are compressed |
The teaching by the method of didactic games in primary school
|
SK |
games |
EN, SK, IT |
ggb files are compressed |
Around Napoleon's Theorem
|
IT |
complex numbers, curves, polygons |
EN, IT, BG , IS |
ggb files of this unti only are compressed |
Math problems of samurai period
|
IT |
statistics and probability, games |
EN, IT, IS, DK |
flash game |
From static to dynamical problem posing
|
IT |
games, modeling |
EN, IT, IS |
ggb files of this unit
ppt files of the unit |
Dynamical billiards
|
IT |
dynamical systems, extremal problems in geometry |
EN, IT, IS |
ggb files of the unit |
Perimeter of harmonic triangles in ellipse
|
IT |
dynamical systems, extremal problems in geometry |
EN, IT, IS, SK |
no |
Poncelet's porism and periodic triangles in elipse
|
IT |
dynamical systems, extremal problems in geometry |
EN, IT, IS |
no |
Euclidean Eggs
|
IS |
curves, polygons, art |
EN, IS, BG, AT, DK, SK |
ggb1 |
Using sliders to investigate functions, tangents and integrals
|
IS |
calculus |
EN, IS, DK |
ggb1 ggb2 ggb3 ggb4 ggb5 ggb6 ggb7 ggb8 ggb9 |
Investigating 2 by 2 matrices, - part I
|
IS |
linear algebra |
EN, IS |
ggb1 ggb2 ggb3 |
Investigating 2 by 2 matrices - part II
|
IS |
complex numbers, linear algebra |
EN, IS |
ggb1 ggb2 ggb3 ggb4 ggb5 ggb6 |
Piecewise defined functions
|
IS |
calculus |
EN, IS, IT |
ggb1 ggb2 ggb3 ggb4 |
Studying fine-art compositions by means of dynamic geometry constructions
|
BG |
art, polygons, curves |
EN, BG, IS, AT |
ggb1 ggb2 ggb3 ggb4 |
Finding geometric patterns as a game of dynamic explorations
|
BG |
loci |
EN, BG, DK, IS |
no |
Finding geometric patterns as a game of dynamic explorations Appendix 1
|
BG |
loci |
EN |
ggb1 ggb2 ggb3 ggb4 ggb5 ggb6 ggb7 ggb8 ggb9 |
Finding geometric patterns as a game of dynamic explorations Appendix 2
|
BG |
loci, curves, polygons |
EN, IT |
ggb1 ggb2 ggb3 ggb4 ggb5 ggb6 ggb7 ggb8 ggb9 ggb10 ggb11 ggb12 ggb13 ggb14 ggb15 ggb16 ggb17 ggb18 |
Finding geometric patterns as a game of dynamic explorations Appendix 3
|
BG |
loci, curves, polygons |
EN |
no |
Can Equations Be Exciting?
|
BG |
dynamical systems, modeling |
EN, IS |
no |
Fly, fly away ... and bring back data
|
AT |
GPS |
EN, AT, IS |
Excell1 Excell_2 |
As much as possible - extreme value tasks in Geometry
|
AT |
extremal problems in geometry, calculus |
EN, AT |
ggb1 ggb2 ggb3 ggb4 |
Fractals - broken with no need for repairs
|
AT |
fractal, complex numbers |
EN, AT, IT |
no |
GeoCaching - how to find it ... using satellites
|
AT |
GPS, geometry in reality |
EN, AT, IS, SK, DK |
ggb1 Excell |
| Modelling optical lenses with Dynamic Geometry Software |
AT |
geometry in reality, curves, polygons |
EN, AT, IS |
ggb1 ggb2 ggb3 ggb4 |
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