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Урок 2. Складники суспільного добробуту (6 клас, НУШ)      

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Ціна:

25 грн

Після покупки цей матеріал відразу стане доступним для використання повною мірою. Запитів на доступ не потрібно відправляти. Всі придбані матеріали зберігаються в розділі мої придбані матеріали.

Опис методичного матеріалу:

Матеріали для 5 класу НУШ за модельною навчальною програмою затвердженою Наказом Міністерства освіти і науки України від 12.07.2021 № 795 (Шиян Олена Іллівна – завідуюча кафедрою здоров’я людини Львівського державного університету фізичної культури, доктор наук з державного управління, професор. Волощенко О., Гриньова М., Дяків В., Козак О., Овчарук О., Седоченко А., Сорока І., Страшко С.): презентація та короткий конспект

Урок 2.

Тема: Складники суспільного добробуту.

Мета: поглибити знання учнів про добробут, визначити складники суспільного добробуту та їхню взаємодію;

розвивати вміння аналізувати, логічно мислити та робити висновки;

виховувати інтерес до вивчення умов добробуту людини, сприяти розвитку здоров’язбережувальних здібностей.

Тип уроку: засвоєння нових знань.

Обладнання: підручник, зошит, мультимедійне обладнання, презентація.

Шиян О.І. Здоров’я, безпека та добробут : підручник для 6 класу закладів загальної середньої освіти / О.І. Шиян, О.В. Волощенко, В.Г. Дяків, О.П. Козак, А.Б. Седоченко. – Київ : Світич, 2023. – 176 с. : іл.

Джерела використаної інформації: розкрити закрити
https://pidruchnyk.com.ua/2643-zdorovia-6-klas-shyian.html
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Вміст матеріалу: показано 4 з 14 сторінок

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6.2. Складники суспільного добробуту.zip
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25 грн

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