Fisica JT
2016
COLEGIO NACIONAL NICOLÁS ESGUERRA
PLAN DE MEJORA 6°, 7°, 9°, 10° Y 11°
MATEMÁTICAS 2016 JORNADA TARDE
DOCENTES: JHON POVEDA, LUIS PARRA Y MARIA DEL PILAR DIAZ
OBJETIVO
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METAS
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INDICADORES
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ACTIVIDADES
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Desarrollar talleres prácticos que refuercen y complementen
los contenidos
vistos en la asignatura.
Incentivar el compromiso, responsabilidad y trabajo eficiente en la asignatura
Mejorar el
puntaje en la
evaluación del período
Involucrar al padre de familia en el proceso educativo del estudiante.
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Que el estudiante
supere las
dificultades
para que sea más
competente
en el área.
Que el estudiante demuestre interés en el estudio de las matemáticas.
Mantener el
nivel aprobado en el consolidado de la nota.
Compromiso familiar en el proceso educativo
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Asume con responsabilidad y compromiso los deberes académicos.
Demuestra interés y participa activamente en clase.
Tiene habilidad en el manejo y conocimiento
de pruebas y talleres.
El Padre de
Familia hace parte del proceso de formación del estudiante.
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La implementación de talleres de refuerzo
La preparación continúa mediante el desarrollo de ejercicios prácticos y socialización permanente.
Otorgar hasta 10 puntos extras por la presentación de un taller para los estudiantes con puntajes iguales o superiores a 70 en el promedio del periodo
Citación acudientes para realizar seguimiento
Permanente a los
estudiantes para verificar
el cumplimiento del
compromiso adquirido.
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)
El