Презентация по теме "Современный урок в условиях развития ФГОС"
презентация к уроку на тему

Алексеева Екатерина Николаевна

<img alt="" src="data:image/png;base64,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" height="666" width="880" />

Скачать:

ВложениеРазмер
Office presentation icon uud.ppt1.88 МБ

Предварительный просмотр:


Подписи к слайдам:

Слайд 1

Современный урок в условиях развития ФГОС Выполнила Алексеева Екатерина Николаевна учитель начальных классов ГБОУ СОШ «Центр образования» пос. Варламово

Слайд 2

«ВЕЛИКАЯ ЦЕЛЬ ОБРАЗОВАНИЯ – ЭТО НЕ ЗНАНИЯ, А ДЕЙСТВИЯ» (Герберт Спенсер)

Слайд 3

ТРАДИЦИОННЫЙ УРОК Учитель проверяет домашнее задание учеников. Учитель объявляет новую тему. Учитель объясняет новую тему. Учитель организует закрепление знаний. Ученики самостоятельно не включают знания в структуру собственной деятельности

Слайд 5

Современный урок Важную роль на современном этапе играет решение жизненных проблем: Жизнь ставит нас в ситуацию затруднения. Мы формулируем цель «Чего мы хотим добиться» Мы обдумываем варианты решения, определяем, хватит ли знаний, умений. Мы пытаемся решить проблему (при необходимости, добывая новые знания) Получив результат, мы сравниваем его с целью. Делаем вывод – добились своего или нет

Слайд 6

ФГОС: каким образом можно получить новый результат? ОРГАНИЗОВАТЬ ДЕЯТЕЛЬНОСТЬ УЧЕНИКОВ: СОВРЕМЕННЫЕ ОБРАЗОВАТЕЛЬНЫХ ТЕХНОЛОГИИ умение решать учебные задачи на основе сформированных предметных и универсальных способов действий (КИМы: вместо проверки знаний - проверка умений ими пользоваться!) способность к самоорганизации в решении учебных задач. прогресс в личностном развитии

Слайд 8

ТРЕБОВАНИЯ К РЕЗУЛЬТАТУ

Слайд 9

Предметные освоенный опыт специфической для данной предметной области деятельности по получению нового знания, его преобразованию и применению, система основополагающих элементов научного знания, лежащая в основе научной картины мира Метапредметные освоенные универсальные учебные действия, обеспечивающие овладение ключевыми компетенциями, составляющими основу умения учиться, и межпредметные понятия. Личностные готовность и способность обучающихся к саморазвитию, сформированность мотивации к обучению и познанию, ценностные установки обучающихся, социальные компетенции, личностные качества Результаты освоения основных образовательных программ Развитие компетентности к обновлению компетенций ФГОС Требования к результатам – ведущая, системообразующая составляющая

Слайд 10

Уровни освоения Предметные результаты освоения основной образовательной программы устанавливаются для учебных предметов на базовом и углубленном уровнях. Предметные результаты освоения основной образовательной программы для учебных предметов на базовом уровне ориентированы на обеспечение преимущественно общеобразовательной и общекультурной подготовки. Предметные результаты освоения основной образовательной программы для учебных предметов на углубленном уровне ориентированы преимущественно на подготовку к последующему профессиональному образованию, развитие индивидуальных способностей обучающихся путем более глубокого, чем это предусматривается базовым курсом, освоением основ наук, систематических знаний и способов действий, присущих данному учебному предмету.

Слайд 11

совокупность действий учащегося, обеспечивающих социальную компетентность, способность к самостоятельному усвоению новых знаний и умений, включая организацию этого процесса, культурную идентичность и толерантность умение учиться : способность субъекта к саморазвитию и самосовершенствованию путём сознательного и активного присвоения нового социального опыта Что такое УУД ?

Слайд 12

Функции УУД Обеспечение возможностей обучающегося самостоятельно осуществлять деятельность учения; ставить учебные цели; - искать и использовать необходимые средства и способы достижения целей; - контролировать и оценивать процесс и результаты деятельности. 2. Создание условий для гармоничного развития личности и её самореализации на основе готовности к непрерывному образованию. 3. Обеспечение успешного усвоения знаний , формирования умений, навыков и компетентностей в любой предметной области.

Слайд 13

Виды УУД

Слайд 14

внутренняя позиция мотивация нравственно-этическая оценка Личностные УУД

Слайд 15

целеполагание планирование прогнозирование контроль коррекция оценка волевая саморегуляция Регулятивные УУД

Слайд 16

Познавательные общеучебные логические постановка и решение проблем УУД

Слайд 17

5 2 4 3 1 умение с достаточной полнотой и точностью выражать свои мысли планирование учебного сотрудничества с учителем и сверстниками управление поведением партнёра постановка вопросов разрешение конфликтов Коммуникативные УУД УУД

Слайд 18

Спасибо за внимание!


По теме: методические разработки, презентации и конспекты

Тема самообразования Системно - деятельностный подход в условиях развития ФГОС НОО

Тема самообразования Системно - деятельностный подход в условиях развития ФГОС НОО...

Современный урок в условиях внедрения ФГОС. Использование метапредметных технологий на современном уроке.

С введением ФГОС принципиально меняются ориентиры современной школы, основная задача которой сегодня - перевести учащегося в режим саморазвития.Принципиальным отличием  современного  подхода...

Современный урок в условиях реализации ФГОС НОО (презентация)

Современный урок в условиях реализации ФГОС НОО...

Презентация "Психологический комфорт на уроке как условие развития личности школьника"

·               Основываясь на тему работы образовательного учреждения «Развитие творческого потенциала учителя и обучающихся чере...

презентация Целеполагание как метапредметный вид учебной деятельности и этап современного урока в условиях реализации ФГОС

Овладение обучающимися универсальными учебными действиями рассматривается как способность субъекта к саморазвитию и самосовершенствованию путём сознательного и активного присвоения нового социал...

Презентация к выступлению на педагогическом совете по теме: "ФГОС в начальной школе. Требования к современному уроку в условиях введения ФГОС нового поколения"

В презентации содержаться материал по теме:"Требования к современному уроку  в условиях введения ФГОС  нового поколения"...

Презентация "Каким должен быть современный урок в условиях реализации ФГОС"

Данная презентация посвящена особенностям построения современного учебного занятия: методические подходы и требования к проектированию....