Satisfaction des stagiaires, réussite aux examens et insertion professionnelle
![](http://www.cfbfc.fr/sites/default/files/public/pages/bonhomme_tenant_diplome.jpg)
91.8 % de satisfaction globale des stagiaires de formation qualifiante sortis en mai 2024 (enquête réalisée à la sortie)
81,4 % de satisfaction globale des anciens stagiaires de formation qualifiante sortis en mai 2023 (enquête réalisée 5 mois après sortie, soit en octobre 2023)
DETAIL SATISFACTION APRES LA SORTIE DE FORMATION
session d'examen 2024 CAP AEPE : 94,8% BTS ESF : 81,5% TP ADVF : 99,1%
(session d'examen 2023) CAP AEPE : 88,5% BTS ESF : 69,9% TP ADVF : 88.8%
EVOLUTION DES POURCENTAGES DE REUSSITE AUX EXAMENS (Formations Qualifiantes)
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)
2021 | 2022 | 2023 | 2024 | examens de 2024 : taux interruption contrat apprentissage par formation avant la fin de la formation | |
CAP AEPE | 32 présentés (16 apprentis) 100% reçus (100 % des apprentis) | 36 présentés (21 appr.) 100% reçus (100% des apprentis) | 23 présentés (19 appr.) 95.7% reçus (94.7% des apprentis) | 23 présentés (11 appr.) 95.7% reçus (90,9% des apprentis) | 8.3% (1 rupture pour cause de : changement d'orientation) |
---|---|---|---|---|---|
BTS ESF | 13 présentés (10 apprentis) 85% reçus (80 % des apprentis) | 9 présentés (7 appr.) 44,5% reçus (43% des apprentis) | 15 présentés (9 appr.) 73.3% reçus (66.7% des apprentis) | 9 présentés (9 appr.) 55.6% reçus (55.6% des apprentis) | 5.55% (1 rupture pour cause de : abandon de projet) |
Titre Pro ADVF | 7 présentés (4 appr.) 71% reçus (100% des apprentis) | 4 présentés (3 appr.) 100% reçus (100% des apprentis) | 3 présentés (3 appr.) 100% reçus (100% des apprentis) | 25% (1 rupture pour cause de : abandon de projet ) | |
Moyenne annuelle reçus | 92.5 % | 71,8 % | 89,7 % | 83,7 % |
Ces indicateurs de résultats sont mis à disposition sur le site https://www.inserjeunes.education.gouv.fr/diffusion/accueil
INSERTION PROFESSIONNELLE A 6 MOIS DES SORTANTS DU CFB DE MAI 2023 (Formations qualifiantes)
Insertion globale (emploi et poursuite de formation) : résultats obtenus par enquêtes ou en direct, 6 mois après sortie
63,1 % des apprenants interrogés ont répondu à l'enquête (ex stagiaires CAP AEPE, BTS ESF, TP ADVF)
Sur les ex stagiaires ayant donné de leurs nouvelles, voici les résultats suivants, toutes formations (qualifiantes) confondues :
39,7 % sont en poursuite d'études
58,4 % sont en activité professionnelle
1,8 % sont en recherche d'emploi ou sans activité
Concernant les apprenants qui étaient en CAP AEPE :
5,6 % sont en poursuite d'études (apprentis compris)
88,9 % sont en activité professionnelle (15/16 travaillent dans le même domaine que celui de la formation)
5,5 % sont en recherche d'emploi ou sans activité
Concernant les apprenants qui étaient en BTS ESF :
63,6 % sont en poursuite d'études (apprentis compris)
36,4 % sont en activité professionnelle (3/4 travaillent dans le même domaine que celui de la formation)
0 % sont en recherche d'emploi ou sans activité
Concernant les apprenants qui étaient en TP ADVF :
50,0 % sont en poursuite d'études (apprentis compris)
50,0 % sont en activité professionnelle (dont 100.0% dans le même domaine que celui de la formation)
0 % sont en recherche d'emploi ou sans activité
En résumé, le CFB prépare aussi bien ses apprenants à l'emploi qu'à la poursuite d'études. Il participe activement à l’élévation du niveau de compétences de ses stagiaires, et donc de celui des entreprises.