TEST1 : Différence entre versions

De Indicateurs EA
m (Remplacement de texte — « {{ Indicateur » par « {{Indicateur »)
 
(2 révisions intermédiaires par le même utilisateur non affichées)
Ligne 1 : Ligne 1 :
 
 
{{Indicateur
 
{{Indicateur
| Indicateur=INDICATEUR 1
+
| Image=Fichier:Indicateur-02.png
| Libellé=Situation de la diplomation à l’âge de 20 ans  
+
| Libellé= Population âgée de 15 à 29 ans ni en emploi, ni aux études ou en formation (NEET)
| Résumé=À l’âge de 20 ans, le tiers des jeunes est sans diplôme d’études secondaires
+
| Résumé= Sans emploi et n’étant pas en formation, des jeunes adultes dans la vingtaine sont à risque d’exclusion 
| Image= <img style="height:6.017cm;width:9.9991cm;" alt="" src="data:image/*;base64,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" />
+
| Code=INDICATEUR 2  
| Faits saillants=
+
| Faits saillants= Une part importante des jeunes adultes dans la vingtaine n’occupe pas un emploi et ne sont pas en formation. Pour l’ensemble de la population âgée de 15 à 29 ans, 13 % des jeunes adultes se trouvent dans cette situation, ce taux monte à 15 % pour le groupe d’âge des 20 à 24 ans et à 16 % pour les jeunes adultes âgés de 25 à 29 ans.  ;  Parmi les provinces canadiennes, le Québec affiche l’un des plus bas taux de jeunes adultes ni en emploi ni aux études ou en formation.    
* À l’âge de 20 ans, le tiers des jeunes n’a aucun diplôme.  * La formation initiale des jeunes diplôme le deux tiers seulement de sa population étudiante avant l’âge de 20 ans.   * La Formation générale des adultes contribue à diplômer 6 % des jeunes de 20 ans et moins.   * À peine 2 % des jeunes de 20 ans sont diplômés à la Formation professionnelle.    
+
| Défis= Être vigilant quant au risque de déqualification et de marginalisation relativement à l’emploi des populations de jeunes adultes ni en emploi, ni aux études ou en formation.  ;  Faciliter le retour aux études ou en formation des jeunes adultes qui sont ni en emploi, ni aux études ou en formation. 
| Défis=
 
* Fournir aux centres d’éducation des adultes les moyens de répondre aux besoins d’apprentissage des jeunes adultes de 20 ans et moins, en particulier, en matière de financement (Recommandation # 7 de la déclaration de l’ICÉA sur le développement de l’éducation et de la formation des adultes au Québec). 
 
* Identifier et solutionner les problèmes qui font en sorte que la formation initiale des jeunes ne réussissent à diplômer que le deux tiers des jeunes de 20 ans et moins.   
 
 
| Source=
 
| Source=
Ministère de l'Éducation, du Loisir et du Sport. (2013). Statistiques de l'éducation. Enseignement primaire, secondaire, collégial et universitaire . Québec : Ministère de l'Éducation, du Loisir et du Sport.  
+
Statistique Canada. (2014). Indicateurs de l'Éducation au Canada : une perspective internationale . Tableau C.2.4. Ottawa : Statistique Canada.  
[[http://www.mels.gouv.qc.ca/fileadmin/site_web/documents/PSG/statistiques_info_decisionnelle/se2011-EditionS.pdf]]
+
[http://www.statcan.gc.ca/pub/81-604-x/81-604-x2013001-fra.pdf]
 +
| Note=
 +
Données provenant de l’Enquête sur la population active (EPA), réalisée par Statistique Canada. La définition de « non en emploi » est celle de l’EPA, qui réfère aux personnes sans emploi et en recherche active d’emploi (Tableau C.2.4, note 1). Les jeunes adultes ni en emploi, ni aux études ou en formation regroupent une grande variété de situations possibles (ex. : retrait du marché du travail pour cause de parentalité, voyage, abandon d’une recherche d’emploi). Pour plus d’information sur les définitions sous-jacentes à cet indicateur, consulter les précisions fournies par Statistique Canada (page 68 de la référence).
 
}}
 
}}

Version actuelle datée du 31 octobre 2016 à 14:26

Accueil > [[{{{Section}}}]]

Population âgée de 15 à 29 ans ni en emploi, ni aux études ou en formation (NEET)

À retenir

Sans emploi et n’étant pas en formation, des jeunes adultes dans la vingtaine sont à risque d’exclusion

État de la situation

Une part importante des jeunes adultes dans la vingtaine n’occupe pas un emploi et ne sont pas en formation. Pour l’ensemble de la population âgée de 15 à 29 ans, 13 % des jeunes adultes se trouvent dans cette situation, ce taux monte à 15 % pour le groupe d’âge des 20 à 24 ans et à 16 % pour les jeunes adultes âgés de 25 à 29 ans.  ; Parmi les provinces canadiennes, le Québec affiche l’un des plus bas taux de jeunes adultes ni en emploi ni aux études ou en formation.  

Population âgée de 15 à 29 ans ni en emploi, ni aux études ou en formation (NEET)

Défis

  • Être vigilant quant au risque de déqualification et de marginalisation relativement à l’emploi des populations de jeunes adultes ni en emploi, ni aux études ou en formation. 
  • Faciliter le retour aux études ou en formation des jeunes adultes qui sont ni en emploi, ni aux études ou en formation. 

Source(s)

Notes