Transformations

L'application Transformations est éditée par l'Académie de DijonType : ExerciseurCycle concerné : cycle 4Domaine du socle : 4Compétence visée : Espace et Géométrie - Comprendre les effets d’une translation, d’une symétrie (axiale et centrale), d’une rotation, d’une homothétie sur une figure.Description : Transformations est un exerciseur portant sur les transformations planes étudiées au collège : Symétrie axiale, symétrie centrale, translation, rotation, homothétie.Le but est de construire l’im

age d’un point ou d’une figure par une transformation, ou d’identifier le motif image d’un motif de référence dans un pavage.Il est possible de choisir le nombre de questions (5,10, 15 ou 20).Transformations comporte trois exercices :1. Image d’un point par une transformationIl s’agit dans cet exercice de placer correctement le point image d’un point donné par une transformation parmi celles sélectionnées.2. Image d’une figure par une transformationDans cet exercice, il est demandé de placer correctement l’image d’une figure donnée par une transformation parmi celles sélectionnées.3. Pavages du planUn pavage étant donné, il s’agit cette fois de retrouver le motif image du motif indiqué par l’une des transformations choisies.Utilisations possibles :Transformations peut être utilisé pendant une séance de cours, ou d’accompagnement personnalisé, en tant qu’outil d’entrainement permettant la différenciation du travail effectué.Toutes les applications disponibles sont visibles ici : http://mathematiques.ac-dijon.fr/spip.php?article196Transformations The application is published by the Academy of DijonType: exerciserCycle concerned: Cycle 4Base Area: 4Target competency: Space and Geometry - Understanding the effects of translation, a symmetry (axial and central), a rotation, a scaling on FIG.Description: Alterations is an exerciser on the planar transformations studied to college: Axial symmetry, central symmetry, translation, rotation, scaling.The goal is to build the image of a point or a figure by a transformation, or to identify the image pattern of a reference pattern in a paving.You can choose the number of questions (5,10, 15 or 20).Transformations are three exercises:1. Image of a point in a transformationIt is in this exercise correctly place the image point of a given point in a transformation among those selected.2. Image of a figure by a transformationIn this exercise, you are asked to correctly place the image of a figure given by a transformation among those selected.3. Paving PlanA paving since it is this time to find the image pattern of the pattern indicated by one of the chosen transformations.Possible uses:Transformations can be used during an ongoing session or personalized support, training as a tool for differentiation of work done.All available applications are visible here:http://mathematiques.ac-dijon.fr/spip.php?article196

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