ПОВЫШЕНИЕ ПОЗНАВАТЕЛЬНОЙ АКТИВНОСТИ У ДЕТЕЙ ПРИ ОБУЧЕНИИ ЗВУКОВОМУ АНАЛИЗУ И СИНТЕЗУ, С ИСПОЛЬЗОВАНИЕМ ДИДАКТИЧЕСКИХ ИГР И ИГРОВЫХ ПРИЕМОВ.
учебно-методическое пособие по развитию речи по теме

Иванова Елена Александровна

 

<img alt="" src="data:image/jpeg;base64,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" height="130" width="130" />

Скачать:

ВложениеРазмер
Файл povyshenie_poznavatelnoy_aktivnosti_u_detey_2.docx2.29 МБ

Предварительный просмотр:

По теме: методические разработки, презентации и конспекты

Этапы обучения звуковому анализу и синтезу детей 5-6 лет с общим недоразвитием речи

Современная школа требует от детей, поступающих в первый класс, не столько суммы знаний и умений, сколько способности к действию в умственном плане, к анализу и обобщению. Обучение детей звуковому ана...

«Игровая мотивация как средство повышения познавательной активности детей с задержкой психического развития на психологических занятиях» (с использованием героев современных мультипликационных фильмов)

«Игровая мотивация как средство повышения познавательной активности детей с задержкой психического развития на психологических занятиях» (с использованием героев современных мультипликационных фильмов...

Этапы обучения звуковому анализу и синтезу детей 5-6 лет

    Современная школа требует от детей, поступающих в первый класс, не столько суммы знаний и умений, сколько способности к действию в умственном плане, к анализу и обобщению....

Публикация в научно-методическом сборнике "Образование. Дети. Творчество.Проектная деятельность как средство повышения познавательной активности детей дошкольного возраста" 2016г.

Научно-методический  сборник  №4/2016 "Образование. Дети. Творчество.Проектная деятельность как средство повышения познавательной активности детей дошкольного возраста"WWW .TFD.UCOZ.CO...

Дидактические игры для обучения звуковому анализу и синтезу детей с ОНР 5-6 лет

Для успешного обучения дошкольника чтению необходимо, что бы у ребёнка были сформированы навыки звукового анализа и синтеза.С помощью игр процесс обучения навыкам звукового анализа и синтеза  не ...

"Повышение познавательной активности детей через творческие задания (из опыта работы)".

Современное общество нуждается в такой личности, которая будет проявлять активность  в решении жизненно важных проблем. Основой зарождения такой личности является дошкольное детство. Основная зад...

«ИСПОЛЬЗОВАНИЕ НАСТОЛЬНО-ПЕЧАТНЫХ ИГР КАК СРЕДСТВА ПОВЫШЕНИЯ ПОЗНАВАТЕЛЬНОЙ АКТИВНОСТИ ДЕТЕЙ».

Одной из разновидностей дидактических или развивающих игр  являются настольно–печатные игры. Как известно, они, развивают интеллектуальные и познавательные способности детей. Способствуют ф...