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урок технологии 5 класс. Курсы повышения квалификации по теме Инновационные технологии в образовательном процессе как основа реализации фгос ноо, фгос ооо, фгос соо
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)
ЧОУО ДПО «НЦСО»
«Научно-методический центр современного образования»
г. Краснодар, ул. Степана Разина, 72
лицензия № 08988 от 12.04.2019 г. серия 23Л01
№ 0006555 от 12 апреля 2019 г.
КУРСЫ ПОВЫШЕНИЯ КВАЛИФИКАЦИИ
по теме: «Инновационные технологии в образовательном процессе как основа реализации ФГОС НОО, ФГОС ООО, ФГОС СОО». Контрольная работа по теме: «Производство текстильных волокон» урок по технологии 5 класс
Горовиковой Ольги Алексеевны, МОБУ ООШ № 27 станицы Вознесенской Лабинского района, пед.стаж: 15лет (Ф.И.О. в родительном падеже, название учреждения, пед.стаж)
Краснодар 2020 Предмет: технология
Класс: 5 класс
Тип урока: Изучение нового материала (комбинированный)
Технологическая карта изучения темы
Тема урока № 1
| § 14. «Производство текстильных волокон»
| Цели
| Образовательные:
Сформировать понятия:
- волокна растительного происхождения;
- прядильное, ткацкое, отделочное производства.
Научить:
- определять направление уточной и долевой нити;
- лицевую и изнаночную стороны ткани;
- выполнять сравнительный анализ прочности окраски ткани.
Воспитательные:
Воспитыватькультуру поведения при фронтальной и индивидуальной работе. Воспитывать уважение к мастерам прошлого и настоящего.
Формировать УУД:
- ЛичностныеУУД:
IV. Самоконтроль. Самоопределение. Смыслообразование.
VI. Нравственно –этическое оценивание.
- Регулятивные УУД:
II. Целепологание, планирование, прогнозирование.
III. Контроль . Коррекция.
IV. Осуществляют взаимоконтроль, оценку и коррекцию своих результатов, прослушивают ответы. Принимают, сохраняют учебную цель и задачи.
V. Контроль и коррекция
VI. Выделение и осознание учащимися того, что уже усвоено и что ещё подлежит усвоению, осознание качества и уровня усвоения.
- Коммуникативные УУД:
II. Коррекция высказанных мнений. Определение целей.
III.Осознанно и произвольно строить высказывания.
Обосновывать своё мнение. Инициативное сотрудничество в поиске и сборе информации.
IV. Контроль, оценка действий и коррекция их и высказанных мнений.
V. Договариваются и приходят к общему мнению.
VI. Обмениваются мнениями по изученному материалу, делиться впечатлениями.
- Познавательные УУД:
II. Формирование познавательной цели, Формулирование проблемы.
III.Работа с разными источниками. Анализ с целью выделения признаков. Формулирование проблемы. Поиск и выделение информации. Осуществлять анализ с выделением главных понятий. Синтез как составление целого из частей.
IV. Выбор оснований и критериев для сравнения. Подведение под понятия, выведение следствий.
V. Установления причинно-следственных связей. Построение логической цепи рассуждений. Понимать на слух ответы учащихся.
| Планируемый результат
| Предметные:
Знать:
- волокна растительного происхождения,
- прядильное, ткацкое, отделочное производства.
Уметь:
- определять направление уточной и долевой нити,
- определять лицевую и изнаночную стороны ткани.
- выполнять сравнительный анализ прочности окраски ткани.
Личностные: Формироватьинтерес к истории своего народа. Обучающийся получит, возможность научится ясно и точно, грамотно излагать свои мысли в устной речи, понимать смысл поставленной задачи. Находить и выделять главное.
Метапредметные: Формировать интерес к процессу производства тканей. Обучающиеся получат знания о растениях - хлопке и льне; о взаимном расположение нитей (перпендикулярном и параллельном); история возникновения и развития прядильного, ткацкого, отделочного производств.
| Основные понятия
| Волокна растительного происхождения(хлопок, лён), прядений, пряжа (нити), долевые нити (основы), поперечные нити (уток), кромка; ткацкий рисунок, раппорт; прядильщик, ткач; полотняное, саржевое, сатиновое, атласное переплетения; отбеливание, крашение, печатание.
| Межпредметные связи
| Биология, математика, история.
| Ресурсы:
- основные
- дополнительные
|
Учебник, тетрадь, ЭОР: экран, проектор, компьютер или ноутбук.
Диск. Образцы ткани. Лупа. Коллекции: «Текстильные волокна» «Коллекция тканей из натуральных волокон», «Лён» и «Хлопок», дополнительная литература К. Д. Ушинский «Как рубашка в поле выросла»
| Организация пространства
| Фронтальная работа, индивидуальная работа.
|
Технология проведения
| Деятельность
учеников
| Деятельность
учителя
| Задания для учащихся, выполнение которых приведёт к достижению запланированных результатов
| Планируемые результаты
| Предметные
| УУД
| I. Мотивация к учебной деятельности
(4 мин)
Цели:
Вызвать интерес к изучаемому материалу
| Смотрят, размышляют, выдвигают гипотезы о способах изготовления тканей
| Демонстрация изделий (одежда, кухонные текстильные изделия)
| Проблемные вопросы: Из чего и как изготавливают одежду, кухонные текстильные изделия?
|
| Осуществлять актуализацию личного жизненного опыта.
| II. Формулирование темы урока, постановка цели
(6 мин)
Цели:
Постановка целей с учётом уровня знаний учащихся.
| Высказывают предположения, из чего и как можно получить ткань.
Выдвигают предположения о теме.
| Воспринимает (слушает), корректирует, подводит к формулировки темы и целей
| Выскажите предположения, из чего и как можно получить ткань?
Сделайте заключение, чем мы сегодня будем заниматься на уроке.
|
| (Познавательные УУД).
Формирование познавательной цели. Формулирование проблемы.
(Коммуникативные УУД).
Коррекция высказанных мнений. Определение целей.
(Регулятивные УУД).
Целепологание.
Планирование.
Прогнозирование.
| III. Изучение нового
(20 мин)
Цели:
получить новые знания и расширить кругозор обучающегося
| Анализируют текст, просматривают видеофрагменты. Отвечают на поставленные вопросы.
| Демонстрирует видеоролики № 7-13 Показывает способы определения направления долевой нити и лицевой
стороны тканей. Наблюдает, направляет, и корректирует деятельность учащихся.
| Задание 1 по работе с рисунками: (рис 43)
Как вы думаете, чем отличается переплетения?
Почему размеры раппорта разные?
(рис 45)
Разобрать способы определения направления нитей.
Задание 2 по работе с видеороликом «Производство ткани»: Запомнить и назвать виды производства участвующие
в создании ткани, профессии людей участвующих в производстве тканей?
Работа с текстом стр. 87-88, с демонстрацией на ткани.
Задание 3: Определение основных признаков лицевой стороны.
Физкультминутка
| Уметь определять направление долевой нити и лицевой стороны тканей.
| (Коммуникативные УУД). Осознанно и произвольно строить высказывания.
Обосновывать своё мнение. Инициативное сотрудничество в поиске и сборе информации.
(Познавательные УУД). Работа с разными источниками. Поиск и выделение информации. Осуществлять анализ просмотренного видеоролика с выделением главных понятий. Синтез как составление целого из частей
(Регулятивные УУД).
Контроль и коррекция
| IV. Закрепление нового (34 мин)
Цель:
- Усвоить умение:
определять направление долевой нити и лицевой стороны тканей на образцах тканей, делать сравнительный анализ прочности окраски тканей.
| Применяют правила Технике безопасности с ручными инструментами и клеем.
Проводят исследования, сравнивают и анализирую.
Работают индивидуально. Проводят самоконтроль и взаимоконтроль.
| Проводит вводный инструктаж: показывая Сл 1 «Т/Б при работе с ножницами», Сл 2 «Т/Б при работе с клеем».
Наблюдает, проверяет знания, контролирует выполнение правил Т/Б.
| Выполнить:
-Лабораторная работа № 6 «Определения направления долевой нити», результаты занести в таблицу (раздаточный материал).
- Лабораторная работа № 7 «Определение лицевой и изнаночной сторон тканей».
-Выполнить тест «Свойства долевой нити».
- Лабораторная работа № 8 «Сравнительный анализ прочности окраски тканей»
Применять безопасные приёмы работы с ножницами и клеем (раздаточный
материал). Физкультминутка
| Уметь определять направление долевой нити и лицевой стороны тканей на образцах тканей, делать сравнительный анализ прочности окраски тканей.
| (Коммуникативные УУД)
Контроль, оценка действий и коррекция их и высказанных мнений.
(Познавательные УУД)
Выбор оснований и критериев для сравнения.
Подведение под понятия, выведение следствий.
(Личностные УУД).
Самоконтроль.
Самоопределение.
Смыслообразование.
(Регулятивные УУД). Осуществляют взаимоконтроль, оценку и коррекцию своих результатов. Прослушивают ответы. Принимают сохраняют учебную цель и задачи.
| V. Контролирующее задание (20 мин)
Цель:
Проверить, полученные знания
| Выполняют тесты. Запоминают опорные понятия.
| Наблюдает, руководит, служит проводником, оказывает содействие, контролирует правильность использования ЭОР.
| Выполнить тест «Свойства долевой нити» с использованием ЭОР. http://www.uchportal.ru/load/112-1-0-10827
| Знать опорные понятия: Волокна растительного происхождения (хлопок, лён), прядений, пряжа (нити), долевые нити (основы), поперечные нити (уток), кромка; ткацкий рисунок, раппорт; прядильщик, ткач; полотняное, саржевое, сатиновое, атласное переплетения; отбеливание, крашение, печатание.
| (Познавательные УУД).
Установления причинно-следственных связей.
Построение логической цепи рассуждений. Понимать на слух ответы учащихся.
(Коммуникативные УУД).
Инициативное сотрудничество.
(Регулятивные УУД).
Контроль и коррекция
| VI. Рефлексия учебной деятельности на уроке (5 мин)
Цели: оценить правильность полученных знаний, выявить ошибки и недочёты
| Рассуждаю, оценивают, свои действия, удачи или неудачи.
| Принимает, соглашается,
Раскрывает критерии оценки.
| Синквейн
(5 предложений отражающих тему)
Вопросы для подведения итогов:
1. Было интересно….
2. Я поняла, что…..
3. Я научилась…
4. Теперь я могу….
5. Меня удивило….
6. Мне захотелось….
|
| (Коммуникативные УУД).
Обмениваются мнениями по изученному материалу, делятся впечатлениями.
(Регулятивные УУД).
Выделение и осознание учащимися того, что уже усвоено и что ещё подлежит усвоению, осознание качества и уровня усвоения.
(Личностные УУД).
Нравственно-этического оценивание.
| VII. Д/З (1 мин)
|
|
| Задание по выбору:
- § 14 Технология. (Технология ведения дома)
5 класс Н. В. Синица, В. Д. Симоненко.
К. Д. Ушинский «Как рубашка в поле выросла»
- Узнайте в Интернете, что означают следующие понятия: «веретено», «прялка», «светец», «мочесник». Для чего использовались эти инструменты и приспособления?
- Подготовьте сообщение на одну из следующих тем:
- Как изготавливали пряжу в домашних условиях?
- Как изготавливали ткани в домашних условиях?
- Что такое узорное ткачество?
- Что служило сырьём для изготовления приданного (одежды, белья) твоей
прабабушки?
- Какими натуральными красителями можно окрасить ткань?
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