Las primeras preguntas eran de responder si si o no y el resto eran preguntas de selección múltiple de matemáticas,español,química etc. este test fue algo de gran importancia ya que tuve un tiempo para sentarme a reflexionar acerca de lo que me gusta o lo para que me considero buena, para saber acerca de mis habilidades.
domingo, 4 de septiembre de 2016
Test vocacional
se llevo acabo en la institución educativa un test vocacional, el cual lo mando la alcaldía, en el cual tuvimos 3 horas en las cuales respondimos 300 preguntas relacionadas con nuestra cualidades o nuestros gustos.
Las primeras preguntas eran de responder si si o no y el resto eran preguntas de selección múltiple de matemáticas,español,química etc. este test fue algo de gran importancia ya que tuve un tiempo para sentarme a reflexionar acerca de lo que me gusta o lo para que me considero buena, para saber acerca de mis habilidades.
![Resultado de imagen para imagen de test vocacionales](data:image/jpeg;base64,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)
![Resultado de imagen para imagen de test vocacionales](data:image/jpeg;base64,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)
Las primeras preguntas eran de responder si si o no y el resto eran preguntas de selección múltiple de matemáticas,español,química etc. este test fue algo de gran importancia ya que tuve un tiempo para sentarme a reflexionar acerca de lo que me gusta o lo para que me considero buena, para saber acerca de mis habilidades.
Suscribirse a:
Enviar comentarios (Atom)
No hay comentarios:
Publicar un comentario