Son claves la organización y la planificación del tiempo de estudio y sabemos que no es una tarea fácil.
Muchos alumnos presentan problemas de este tipo que es conveniente abordar en unos y prevenir en otros. Esto supone saber prever metas y seleccionar medios adecuados para lograrlas. No hemos de perder de vista que unos buenos hábitos de estudio van a redundar en la mejora del rendimiento escolar y de la autoestima. Todo comienza por saber organizarse y planificar bien el tiempo de estudio y ocio.
A. Como OBJETIVOS básicos señalamos:
1. Tener un método de estudio y una cultura del esfuerzo. (Anexo 1).
2. Elaborar un horario personal de trabajo para este periodo excepcional de tiempo. (Se aporta Anexo II )
3. Comprometerse a cumplirlo. Con fechas concretas y seguimiento del plan. Ello implica una cultura del esfuerzo por parte de todos.
4. Valorar y reconocer las dificultades y los logros conseguidos. Para ello podrás previo estudio plantear las dudas que tengas de forma concreta una vez que hayas intentado buscar la solución y no hayas obtenido éxito. Para valorar tus logros deberás estar en contacto con tu profesor y otro factor clave será:
5. La comunicación fluida con el profesor de la materia.
6. Los repasos son clave para afianzar el conocimiento adquirido. Es de gran utilidad el uso de técnicas de trabajo intelectual TTI (resúmenes, diagramas, mapas conceptuales). Puedes encontrar más información en taller de técnicas de estudio-Junta de Andalucía.
B. La EVALUCIÓN Y EL SEGUIMIENTO a través de los medios informáticos con el profesor/ tutor son un factor clave para valorar el grado de compromiso y cumplimiento de tus horarios diarios y semanales de estudio en casa.
C. A nivel MOTIVACIONAL, debes conocer cómo funciona los procesos cognitivos y así poder ser más eficaz en el estudio. Aportamos un esquema práctico. Contar el tema en voz alta, a la familia, hacer lo que se intenta aprender, la importancia de esquemas visuales para facilitar el aprendizaje y de los repasos.
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)
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)