Как
часто родители называют своих детишек «почемучками»! Когда ребенок начинает
развиваться, его безумно интересует все вокруг. Что и как происходит в
окружающем его мире: о том, как все начиналось, как изобретались новые вещи,
как делались открытия, как устроен человеческий организм, как живут другие
живые существа на нашей планете и еще много-много интересного и неизведанного!
Экспериментирование
является для ребенка эффективным методом познания закономерностей и явлений
окружающего мира. С помощью опытов дети получают реальные представления о
различных сторонах изучаемого объекта, о его взаимоотношениях с другими
объектами и средой обитания.
Именно
поэтому мы хотим, чтобы мамы и папы проводили опыты и эксперименты со своими
любознательными детьми и помогали им самим находить ответы на многочисленные вопросы.
Научи яйцо плавать.
Для
проведения опыта вам понадобятся: сырое яйцо, стакан с водой, несколько
столовых ложек соли.
1. Положим сырое яйцо в стакан с чистой водопроводной водой - яйцо опустится на дно стакана.
2. Вынем
яйцо из стакана и растворим в воде несколько ложек соли.
3.
Опустим яйцо в стакан с солёной водой - яйцо останется плавать на поверхности
воды.
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)
Вывод: Соль
повышает плотность воды. Чем больше соли в воде, тем сложнее в ней утонуть. В
знаменитом Мёртвом море вода настолько солёная, что человек без всяких усилий
может лежать на её поверхности, не боясь утонуть.
Разбегающиеся зубочистки
Для
проведения опыта вам понадобятся: миска с водой, 8 деревянных зубочисток,
пипетка, кусок сахара-рафинада (не быстрорастворимого), жидкость для мытья
посуды.
1. Располагаем зубочистки лучами в миске с водой.
1. Располагаем зубочистки лучами в миске с водой.
2. В
центр миски аккуратно опускаем кусочек сахара, - зубочистки начнут собираться к
центру.
3.
Убираем сахар чайной ложкой и капаем пипеткой в центр миски несколько капель
жидкости для мытья посуды, - зубочистки «разбегутся»!
Что же
происходит? Сахар всасывает воду, создавая её движение, перемещающее зубочистки
к центру. Мыло, растекаясь по воде, увлекает за собой частички воды, и они
заставляют зубочистки разбегаться. Объясните детям, что вы показали им фокус, а
все фокусы основаны на определённых природных физических явлениях, которые они
будут изучать в школе.
Невидимые чернила
Для
проведения опыта вам понадобятся: половинка лимона, ватка, спичка, чашка воды,
лист бумаги.
1. Выдавим сок из лимона в чашку, добавим такое же количество воды.
2. Обмакнём
спичку или зубочистку с намотанной ватой в раствор лимонного сока и воды и
напишем что-нибудь на бумаге этой спичкой.
3. Когда «чернила»
высохнут, нагреем бумагу над включённой настольной лампой. На бумаге проявятся
невидимые ранее слова.
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