Главная / Старшие классы / Технология

Презентация «Схемы расположения отклонений для валов и отверстий»

Скачать
857 КБ, 890931.ppt Автор: Боталова Яна Викторовна, 1 Апр 2015

<img alt="" src="data:image/png;base64,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
Автор: Боталова Яна Викторовна

Похожие материалы
Тип Название материала Автор Опубликован
презентация Презентация «Схемы расположения отклонений для валов и отверстий» Боталова Яна Викторовна 1 Апр 2015
документ Тема урока: «Схемы расположения отклонений для валов и отверстий» Боталова Яна Викторовна 1 Апр 2015
презентация «Исследование расположения корней квадратного трехчлена» Кочетова Инна Анатольевна 1 Апр 2015
презентация Родительское собрание на тему «Исправление отклонений в развитии личности детей с помощью педагогических и психологических методов» Тришина Юлия Юрьевна 31 Мар 2015
документ Проект по математике на тему: «Орнаменты и узоры на посуде: форма, чередование элементов, правило их расположения друг за другом». Завадская Ольга Николаевна 30 Мар 2015
документ Консультация для воспитателей с элементами игры «О предупреждении отклонений в развитии слухового восприятия» Набиулина Людмила Ивановна 11 Апр 2015
презентация «Схемы и символы на логопедическом занятии» Маркова Елена Александровна 20 Мар 2015
документ Физкультурный праздник « Мама, папа, я – спортивная семья» Валов Вячеслав Викторович 30 Мар 2015
презентация, документ открытый урок Валов Алексей Михайлович 15 Окт 2015
документ Образовательная программа ДОУ На территории города Бородино находятся различные учреждения и организации культурной, спортивной направленности. Территориальная близость расположения данных организаций позволяет выстраивать тесное сотрудничество с ними для Дутова Светлана Анатольевна 19 Мар 2016
документ Рабочая программа по истории для 9 класса Валов Алексей Сергеевич 21 Мар 2015
документ Рабочая программа по истории для 9 класса Валов Алексей Сергеевич 21 Мар 2015
документ Пcиxoкoppeкция и психопрофилактика отклонений и нарушений в развитии ребенка Квасова Юлия Александровна 4 Апр 2015
документ Урок информатики и ИКТ в 10 классе по теме «Логические схемы и логические выражения» Давшиц Светлана Николаевна 21 Мар 2015
документ «Схемы-опоры на уроках письма и развития речи в коррекционной школе» Евдокимова Галина Владимировна 20 Мар 2015
документ МЕТОДИЧЕСКАЯ РАЗРАБОТКА урока производственного обучения по профессии «Токарь-универсал» по теме «Обработка цилиндрических отверстий» Жданов Анатолий Алексеевич 20 Мар 2015
документ Факультативное занятие по информатике «Формы представления информации. Знаки, схемы, карты, чертежи.» Никулин Иван Юрьевич 20 Мар 2015
документ Методическая разработка: Урок логического мышления «Принципиальные и монтажные электрические схемы». Галатонова Татьяна Евгеньевна 1 Апр 2015
документ «Мнемонические формулы и схемы, как средство обучения иностранному языку» Rusu Natalia Alexandrovna 2 Мая 2015
презентация, документ Методическая разработка Конспект логопедического занятия с применением ЭОР по теме «Предложение как единица речи. Границы предложения. Схемы» Куликова Елена Юрьевна 12 Ноя 2015
документ Консультация для воспитателей на тему « Использование предметно-графической схемы на занятии по развитию речи» Утемишева Гузяль Касимовна 24 Июн 2015
презентация Таблицы и схемы по экономике для общеобразовательных школ Антонюк Надежда Васильевна 21 Мар 2015
документ Организация спортивно-воспитательной деятельности с детьми из асоциальных семей и социально- незащищённых, занимающихся в секции дзюдо. Валов Вячеслав Викторович 2 Мар 2016
документ Авторская программа дополнительного образования “Азбука будущего юриста” для 8-9 классов Валов Алексей Сергеевич 20 Мар 2015
документ Авторская программа дополнительного образования "Азбука будущего юриста" для учащихся 8-9 классов Валов Алексей Сергеевич 20 Мар 2015
документ Сценарий визитной карточки педагога для конкурса "Учитель года" Валов Алексей Сергеевич 1 Апр 2015
документ ОПОРНЫЕ СХЕМЫ по дисциплине ОП. 01 «Основы латинского языка с медицинской терминологией» для специальности 33.02.01 «Фармация» Онищенко Юлия Николаевна 13 Апр 2015
документ Конспект урока с применением ДОТ по информатике и ИКТ в 10 классе на тему «Построение таблиц истинности. Логические схемы» Дугина Ирина Радиковна 21 Мар 2015
документ Методическая разработка урока изобразительного искусства в 8 классе по теме "Место расположения мемориального комплекса и его назначение. Выполнение эскиза - проекта монумента Славы (макетирование")" Малявко Нина Валентиновна 21 Мар 2015
документ Разработка фрагмента практической работы для учащихся 7 класса. Тема обучающей практической работы: Выявление по картам особенностей расположения крупных форм рельефа, сопоставляя карту строения земной коры с физической картой Малютина Светлана Николаевна 21 Мар 2015
документ "Современные подходы к профилактике и коррекции основных отклонений в состоянии здоровья школьников средствами физической культуры". Матвеева Елена Петровна 21 Мар 2015
документ ПРОФИЛАКТИКА И КОРРЕКЦИЯ ОТКЛОНЕНИЙ В СОСТОЯНИИ ЗДОРОВЬЯ У ДЕТЕЙ ШКОЛЬНОГО ВОЗРАСТА СРЕДСТВАМИ ФИЗИЧЕСКОЙ КУЛЬТУРЫ. Харлашина Ольга Викторовна 4 Апр 2015
документ Творческая работа на тему: Профилактика различных отклонений в здоровье школьников с помощью физического воспитания Никифорова Ольга Валерьевна 21 Мар 2015
документ Диагностика отклонений в развитии у детей: история психодиагностики и современное состояние проблемы. Кузубова Валерия Юрьевна 31 Мар 2015
документ ПРОФИЛАКТИКА И КОРРЕКЦИЯ ОТКЛОНЕНИЙ В СОСТОЯНИИ ЗДОРОВЬЯ У ДЕТЕЙ ШКОЛЬНОГО ВОЗРАСТА СРЕДСТВАМИ ФИЗИЧЕСКОЙ КУЛЬТУРЫ. Карабут Рита Васильевна 31 Мар 2015
документ МОДЕЛЬ ПРОФИЛАКТИКИ И КОРРЕКЦИИ СОЦИАЛЬНЫХ ОТКЛОНЕНИЙ СРЕДИ МОЛОДЕЖИ В УСЛОВИЯХ ВЕЧЕРНЕЙ ШКОЛЫ Корпак Светлана Николаевна 1 Апр 2015
документ ПРОФИЛАКТИКА И КОРРЕКЦИЯ ОСНОВНЫХ ОТКЛОНЕНИЙ СОСТОЯНИЯ ЗДОРОВЬЯ ШКОЛЬНИКОВ НА УРОКАХ ХОРЕОГРАФИИ Кобзева Ирина Михайловна 1 Апр 2015
документ ПРОФИЛАКТИКА И КОРРЕКЦИЯ ОСНОВНЫХ ОТКЛОНЕНИЙ СОСТОЯНИЯ ЗДОРОВЬЯ ШКОЛЬНИКОВ НА УРОКАХ ХОРЕОГРАФИИ (Ч.2) Кобзева Ирина Михайловна 1 Апр 2015
документ ПРОФИЛАКТИКА И КОРРЕКЦИЯ ОТКЛОНЕНИЙ В ПОВЕДЕНИИ ДЕТЕЙ В УСЛОВИЯХ СОЦИАЛЬНО-РЕАБИЛИТАЦИОННОГО ЦЕНТРА Горбоконь Галина Тимофеевна 1 Апр 2015
документ Система педагогической работы с детьми младенческого возраста по профилактике отставания и коррекции отклонений в развитии. Узерина Олеся Иннокентьевна 31 Мар 2015