НАСТАВНИЧЕСТВО
Портфолио наставника
(для педагогов, представителей работодателей)
ФОТО
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ВАКУЛИК ЛИДИЯ ВАСИЛЬЕВНА (11.06.1956г.р.)
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)
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Наставничество над молодым специалистом, методическое сопровождение преподавания дисциплин (география, трудовое обучение), организация образовательного процесса,
Решение конкретных психолого-педагогических и коммуникативных проблем обучающихся.
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Образование:
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Таганрогский государственный педагогический институт
Квалификация: учитель физики
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Должность в настоящее время:
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Учитель физики и математики
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Профессиональный опыт, стаж работы:
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46 лет педагогического стажа, из них 44 года в МБОУ: Октябрьская ООШ
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Опыт работы наставником
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8 месяцев
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Профессиональные достижения
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Основной эксперт по проверке экзаменационных работ ОГЭ по математике и физике, эксперт по проверке ВПР по географии, математики, физики.
Председатель первичной профсоюзной организации.
Руководитель ШМО естественно-математического цикла
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Профразвитие по профилю наставнической деятельности
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Основная задача: развитие личности молодого педагога, способной успешно и на высоком уровне решать педагогические задачи, обладающего качествами соответствующими требованиям, предъявляемым Законом РФ.
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Наиболее значимые публикации
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- Методическая разработка Урок по физике в 7 классе «Закон Архимеда» на сайте infourok.ru (https://infourok.ru/urok-po-fizike-v-klasse-zakon-arhimeda-2688316.html )
- Методическая разработка Урок по физике в 8 классе «Удивительное электричество» на сайте infourok.ru (https://infourok.ru/urok-po-fizike-v-klasse-na-temu-udivitelnoe-elektrichestvo-2799863.html )
- Методическая разработка Урок по физике в 9 классе на тему «Индукция магнитного поля» на сайте infourok.ru (https://infourok.ru/urok-po-fizike-v-klasse-na-temu-indukciya-magnitnogo-polya-2546119.html )
- И др.
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Наиболее значимые грамоты и благодарности
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Почетная грамота Министерства образования и науки Российской Федерации 2010г.
Благодарность Администрации Волгодонского района 2016г.
Диплом за 1 место в районном конкурсе «Педагогическая идея - 2019» в номинации физика
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Положение о системе наставничества педагогических работников
Программа наставничества 2021-2022 учебный год
Отчет наставника о проделанной работе с молодым педагогом за I полугодие
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