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BEGIN:VEVENT
CREATED:20260119T143218Z
LAST-MODIFIED:20260527T140351Z
DTSTAMP:20260527T140351Z
UID:0479b196-f502-4efa-9a0c-86da126796b7
SUMMARY:SemIREMI Enseignement des probabilités au Bénin et en France : De
  l'introduction au premier cycle du secondaire à l'apprentissage de la loi
  binomiale en terminale.
STATUS:CONFIRMED
ORGANIZER;PARTSTAT=NEEDS-ACTION;CUTYPE=INDIVIDUAL:mailto:christian.mercat@g
 mail.com
DTSTART;TZID=Europe/Paris:20260605T170000
DTEND;TZID=Europe/Paris:20260605T181500
URL:https://www.google.com/calendar/event?eid=XzYwcTNlZWIyNjRzamNiYjY2a28zN
 GI5a2NsajYyYjlwYzRvNjZiOW82cGk2MmM5aTZvcmppZGoyNnMgY2hyaXN0aWFuLm1lcmNhdEBt
SEQUENCE:1
X-GOOGLE-EVENT-TYPE:default
LOCATION:https://univ-artois-fr.zoom.us/j/95831370876
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 37%200876%0A%3C%2Fpre%3E":Enseignement des probabilités au Bénin et en Fr
 ance : De l'introduction au premier cycle du secondaire à l'apprentissage 
 de la loi binomiale en terminale.\n\n   Henri Dandjinou (Docteur de l'Unive
 rsité d'Abomey Calavi)\n             Jannick Trunkenwald (Docteur de l'Uni
 versité Paris Cité)\n             Donatien Ezin (Professeur en lycée au 
 Bénin)\n\n\nRésumé : \nLes travaux de Dandjinou (2020) portaient sur la 
 possibilité d’enseigner les probabilités dans les premières classes du
  secondaire\, ceci en surmontant les obstacles liés au hasard\, et à la n
 otion d’expérience aléatoire. Interroger les conceptions des enseignant
 s sur l'introduction des probabilités concerne aussi l'objectif de relier 
 les probabilités et statistiques. En France\, cet enjeu spécifique a d'ai
 lleurs souvent orienté les modifications de programmes d'enseignement dans
  ces deux domaines. Une expérimentation a été menée en ce sens à Coton
 ou dans plusieurs lycées Béninois\, sur la base des travaux de Trunkenwal
 d (2023). Soumettre à des élèves de terminale les données issues de plu
 sieurs échantillons mène à observer un intervalle de fluctuation. Justif
 ier les bornes de cet intervalle nécessite alors de découvrir\, ou mobili
 ser\, la loi binomiale. \n\n\nL'adresse de connexion est la suivante (à pa
 rtir de 16h30 le vendredi 5 juin 2026) :\n\nParticiper Zoom Réunion\nhttps
 ://univ-artois-fr.zoom.us/j/95831370876\n\nID de réunion: 958 3137 0876\n
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