"Семь чудес света", 8 класс
презентация к уроку (8 класс) по теме
<img alt="" src="data:image/png;base64,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" />
Скачать:
Вложение | Размер |
---|---|
sem_chudes.rar | 1012.05 КБ |
По теме: методические разработки, презентации и конспекты
Презентация "Семь чудес света" к уроку изо 8 класс
Содержит илюстрированный материал к уроку для 8 класса "Семь чудес света"...
Конспект урока по истории 5 класс "Семь чудес света "
Возможно использование игры для повторения материала по истории древнего мира в конце курса....
Задание для 5 класса "Семь чудес света"
"Семь чудес света" задание по рисунку...
Презентация по истории древнего мира для 5 класса "Семь чудес света Древнего мира"
Семь чудес Древнего Мира. Это список самых великих и самых поразительных строений и памятников. Некоторые, если не все, из Чудес Света обладают удивительным техническим уровнем....
Классный час: "Семь чудес света или Семь чудес Древнего Мира".
Цель:- Развитие культурного и эстетического интереса у учащихся, расширение их представлений о культуре Древнего Мира. - Создание атмосферы "Путешествие по чудесам света".Задачи: - Раз...
Семь чудес света. Семь чудес России.
Методическая разработка урока истории в 5 классе....
Математический турнир "Семь граней - семь чудес света"
Одним из путей повышения интереса к изучению школьного курса математики является хорошо организованная внеклассная работа. Она углубляет знания, расширяет кругозор, развивает творческие способности, и...