Таблица по биологии 7 класс.
Представители, образ жизни, особенности строения, тип питания.
Это ВСЁ по ОТРЯДАМ Вши, Жуки, или Жесткокрылые, Клопы, или Полужесткокрылые.
ответ на фото: data:image/jpeg;base64,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
Автор:
Fedoseewa27Добавить свой ответ
ОПИШИТЕ ОСОБЕННОСТИ РЕЛЬЕФА ВАШЕЙ МЕСТНОСТИ ИСПОЛЬЗУЯ РУБРИКУ ШАГ ЗА ШАГОМ
ПОМОГИТЕ ПОЖАЛУЙСТА!! ХМАО ЮГРА
Предмет:
МатематикаАвтор:
carina65Ответов:
Смотреть
Предмет:
МатематикаАвтор:
sterlingОтветов:
Смотреть