The ReMath Teacher Version Scenarios

In this section you may find and download all the 13 Teacher Version Scenarios (in English ) developed by the ReMath teams. They are also available in French, Italian, Greek and Arabic .

 

Title

Dynamic Digital Artefact Topic Authors

Approaching Function With Casyopée

Casyopée

 

Associated Function, Quadratic Function, Dynamic Geometry, Modeling of a geometrical situation

Michèle Artigue, Claire Cazes, Jean-baptiste Lagrange, Bernard Le Feuvre, Xavier Meyrier, Tran Kiem Minh, Fabrice Vandebrouck

(DIDIREM team)

Modelling in Casyopée 

Casyopée

Real function of a real variable, Algebraic modelling of geometrical problems

Mirco Maracci, Maria Alessandra Mariotti

(UNISI team)

Structural aspect of algebraic expressions with Aplusix

Aplusix

Understanding the structure of algebraic expressions

Hamid Chaachoua, Jana Trgalova

(UJF-MeTaH team)

Introduction to algebra: structure sense of expressions

Aplusix

Algebraic expressions

Laura Maffei, Maria Alessandra Mariotti

(UNISI team)

Exploring the Structure of Numerical Expressions 

Aplusix

Understanding the structure of numerical expressions

Chiappini Giampaolo, Pedemonte Bettina, Robotti Elisabetta

(ITD team)

Exploring Equations  

AlNuSet

Algebraic equality and solution of equations

Chiappini Giampaolo, Pedemonte Bettina, Robotti Elisabetta

(ITD team)

Functional Approach To Equations And Inequations With Alnuset

AlNuSet

 

Equality and equation, Variable and unknown, Solution of an equation, an inequation, Solving an equation, an inequation

Anne Krotoff, Jana Trgalova, Hamid Chaachoua

(UJF-MeTAH team)

Modelling Motion With Equations

MoPiX

 

Kinematics: velocity, acceleration

Candia Morgan

(IOE/LKL team)

 

Juggling With Equations 

MoPiX

 

Equations, Algebraic formalism, Modelling

Foteini Moustaki, Chronis Kynigos

(ETL team)

Building in 3D

MaLT

3D geometrical figures; spatial visualisation; 2D representation of 3D space; Angles and turns in 3D

Candia Morgan, Jehad Alshwaikh

(IOE/LKL team)

Angles in 3d Space – Revolving Door Simulation 

MaLT

Angles in 3d space, Spatial Visualisation/Orientation, 3d Geometrical Figures

Psycharis Giorgos, Latsi Maria, Kynigos Chronis

(ETL team)

Flying above Greece – Fixing an aeroplane’s navigator controls

Cruislet

Geographical–Spherical coordinates, Functions, Inverse Function–Identity Function

Alexandra Koukiou, Efi Alexopoulou, Christos Markopoulos, Chronis Kynigos

(ETL team)

Visiting Greece by plane 

Cruislet

Location, Longitude, Latitude and Altitude in Geography, Spherical Coordinates System, Vectors, Angles and Trigonometry, Initiation to Programming

Michèle Artigue, Claire Cazes, Jean-baptiste Lagrange, Bernard Le Feuvre, Xavier Meyrier, Tran Kiem Minh, Fabrice Vandebrouck

(DIDIREM team)

 


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