Проверяем психологическую готовность
О психологической готовности ребёнка к школе можно судить по следующим вопросам:
- Может ли ребенок длительно заниматься за столом (рисовать, лепить)?
- Может ли ребёнок развёрнуто отвечать на задаваемые ему вопросы?
- Способен ли ребёнок запоминать большие блоки информации (стихотворения)?
- Умеет ли ребёнок выстраивать взаимоотношения со взрослыми и детьми?
- Понимает ли ребёнок, зачем ему необходимо ходить в школу?
- Что ребёнку больше нравится: играть, либо получать знания (разговаривать на «умные темы»)?
Если на все вопросы вы отвечаете положительно — ребёнок готов к обучению в школе.
Проверяем координационно-двигательную готовность
Основной тест, используемый психологами для определения готовности ребёнка к школе — тест Керна-Иерасика.
Первое задание: срисуй фразу
Малышу дают написанную прописными буквами фразу из трёх коротких слов. Ребёнок не умеет писать, поэтому ему предлагается фразу нарисовать. Если ребёнок сумел скопировать фразу так, что её можно прочитать — он готов к школе.
Второе задание: срисуй точки так, как показано на рисунке
Малышу дают бумагу, с нарисованными на ней в определенном порядке точками. Ребёнок должен срисовать их максимально точно. Если у него это получилось — он готов к школе.
Третье задание: нарисуй дядю
Ребенку дают чистый лист бумаги и просят нарисовать «дядю». В идеале ребёнок должен нарисовать человека в брюках, рубашке, в ботинках, с руками и пальцами, головой на которой прорисованы глаза, нос, рот, уши и волосы. Чем более точно нарисован человек, тем лучше готов малыш к школе.
![Описание: готовность к школе.](data:image/jpeg;base64,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)
Десять советов родителям будущего первоклассника
1. Помните, что вы выбираете школу не для себя, а для ребенка. Попробуйте учесть все факторы, которые будут влиять на процесс обучения.
2. Заранее познакомьтесь со школой, педагогическим коллективом, условиями обучения.
3. Выясните, по какой программе будет учиться ваш ребенок, какая у него будет нагрузка (сколько уроков в день, есть ли обязательные дополнительные занятия).
4. Узнайте, когда начинаются занятия, и рассчитайте, сколько времени уйдет на дорогу в школу. Добавьте ещё час на утренние процедуры и завтрак.
5. Постарайтесь познакомиться и побеседовать с учительницей вашего ребенка. Подумайте, насколько она сможет учесть его особенности.
6. Уточните, в какое время будут заканчиваться все занятия ребенка в школе. Это необходимо, если вы планируете какие-либо дополнительные занятия (музыкальная школа, кружки, секции).
7. Подготовьте место для занятий ребенка дома.
8. Не настраивайте ребенка только на успех, но и не запугивайте неудачами.
9. Не относитесь к первым неудачам ребенка как к краху всех ваших надежд. Помните: ему очень нужны ваша вера в него, умная помощь и поддержка.
10. Помните, что адаптация к школе - непростой процесс, и происходит он совсем не быстро. Первые месяцы могут быть очень сложными. Хорошо, если в этот период привыкания к школе кто-то из взрослых будет рядом с ребенком.
Восемь заповедей для родителей
Первая заповедь: родившийся ребенок в семье должен быть всегда желанным.
Вторая заповедь: не оставляйте маленьких детей без присмотра.
Третья заповедь: научите ребенка общаться с окружающим миром.
Заповедь четвертая: научите ребенка распознавать добро и зло, истинные намерения людей.
Заповедь пятая: научите ребенка самостоятельно с честью и достоинством, без ущерба для жизни, выходить их сложных жизненных ситуаций.
Заповедь шестая: учите своих детей преодолевать трудности, которые будут встречаться у них на пути и преодолевайте их вместе с ними, а не за них!
Заповедь седьмая: только сообща, все вместе, мы преодолеем все трудности в воспитании и учебе
Заповедь восьмая: никогда не сравнивайте своего ребенка с другим! Нет кого-то или чего-то лучше или хуже. Есть ДРУГОЕ!