презентация о работе кафедры начальных классов
презентация на тему

Балобанова Эмма Семёновна

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Слайд 1

Начальная школа: опыт, проблемы, находки. МОУ СОШ №10

Слайд 2

ПРОБЛЕМЫ: качество знаний снижение спроса на образование проблема организации учебного процесса заорганизованность учителей

Слайд 3

Школа инновационного обучения Инновационность в обучении связана с творческим поиском на основе имеющегося опыта. Три признака инновации : - направленность на развитие предмета за пределы нормы - предмет инновации- новшество, прошедшее апробацию - инновация предполагает успех преобразований

Слайд 10

Интеллектуальный марафон

Слайд 11

Цели и задачи марафона : - активизация познавательной активности; - реализация знаний и умений, полученных на уроке; - создание ситуации успешности; - выявление учащихся, обладающих высоким уровнем интеллектуальной и художественной одарённости

Слайд 12

ПРЕДМЕТНЫЙ (в три тура: русский язык, математика, окружающий мир) ТВОРЧЕСКИЙ (система конкурса чтецов 3 раза в год по тематическим направлениям) РАЗВИВАЮЩИЙ (предметные месячники, шахматные турниры) ИГРОВОЙ (игры типа «Брейн-ринг», игры по станциям)

Слайд 13

Итоги марафона. По результатам интеллектуального марафона по каждому предмету присваивается: одно первое место не более двух II и III мест не более трех званий «Активный участник» в каждой параллели классов

Слайд 14

Проектная деятельность обучающихся. Это совместная учебно – познавательная, творческая и игровая деятельность, имеющая общую цель, согласованные способы деятельности, направленные на достижение общего результата.

Слайд 15

Научное общество «Эрудитик»

Слайд 20

НЕДЕЛЯ МЛАДШЕГО ШКОЛЬНИКА

Слайд 21

«День пешехода» «Минута славы» «День книги» «День спорта» «День игры и игрушки» «День отличной оценки»


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