martes, 4 de octubre de 2016

15.- El nuevo ingreso.

Al ser alumnos de nuevo ingreso la mayoría de las veces no conocemos a los nuevos compañeros, tenemos miedo, dudas, nos sentimos nerviosos, es algo normal que pasamos al no conocer a nadie y entrar en una nueva etapa, pero poco a poco empiezas a hablar con tu compañero de al lado, con tu compañero de mesa y comienza a desaparecer el temor y el miedo de conocer a las personas, empezando a hacer lazos y amigos.
También cuando entramos es diferente el modo de aprendizaje, la forma en la que nos enseñan, pasamos de un sistema donde los profesores van a nuestros salones, a uno donde nosotros nos movemos en vez de ellos, además de que tenemos que terminar el libro de la materia en solo seis meses en vez de un año como lo hacíamos habitualmente en años pasados, y sin contar que las tareas son más de lo que estamos acostumbrados.
Este cambio puede afectar a la mayoría pero, ¡no te preocupes! pronto te acostumbras.
Muchos suelen salir con bajas calificaciones en el primer parcial, no dejes que esto te desanime, sólo esfuérzate más, ya que eres tú quien decide con qué calificación salir.
Tienes la capacidad, por algo estas aquí, sólo es cosa de que realmente lo creas y aproveches.
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