![](data:image/jpg;base64,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)
Bueno, en los trabajos que se hagan en grupo, una cosa que hay que tener muy en cuenta, es que todos sepan de lo que va el trabajo, saber todos lo que hay en él. Además ha de haber una unificación a la hora de hacer el trabajo, en la que todos participen y sepan lo que están haciendo.
Además, todos tienen que saber que si una persona no cumple esto, puede estar perjudicando al resto del grupo.
No hay comentarios:
Publicar un comentario