Радуга

Сайт 3 А класса МБУ СОШ№48 г. Нижнеудинска Иркутской области

Мы как радуги цвета не разлучны никогда

 

 
ГИМН ЗАНКОВЦЕВ
(слова и музыка Л.В. Хрусталевой)
 
1.В школу мы идем
Познать хитрую науку,
 Цифры, азбука, письмо вмиг прогонят скуку!
А занковская система –
Чистое искусство -
В нас поможет воспитать
Волю, ум и чувство.
 
 Припев:
 Мы, занковцы, непоседы,
 Не привыкли унывать!
 Все нам в жизни интересно,
Все нам хочется узнать!
 
2.В жизни трудно отстоять
Свою точку зрения,
И ошибок избежать,
 И убрать сомнения.
 Мы научимся общаться
С множеством детей
И найдем за школьной партой
Преданных друзей.
 
 Припев:
Мы, занковцы, непоседы,
Не привыкли унывать!
Все нам в жизни интересно,
Все нам хочется узнать!
Маленькая страна
 
Третий год учения!
   Опыт есть и знания.
      Трудно, без сомнения,
       Но — нужно старание!

   Третий год труднее,
        Третий — важный год!
     Вслед за ним скорее,
Легче все пойдет!

   Третий год учения,
        Коль его освоишь, —
     Всех наук значение
         Без проблем усвоишь.

              Словом, — поздравляем!
      Всем примером будь!
           Добрым — пожелаем —
         Пусть твой будет путь!
 

 

 

 
 
 
 
 
 
 
 
 

Наша учительница Распутина Наталья Геннадьевна

День рождения нашего класса- 1 сентября 2012 года.

бабочка в руках

 


Невозможно сделать хлопок одной рукой.
Учитель - это только одна ладошка.
И какой бы сильной, творческой она не была,
без второй ладошки ( а она в Вашем лице, уважаемые родители) 
учитель бессилен.
Поэтому любая Ваша помощь - это добрый знак, что всё у нас получится, дорогие мои родители.
Давайте воспитывать наших  детей вместе!!!

цветочная линейка

Памятка успешному родителю

1. Поддерживайте у ребенка познавательный интерес. 

2. Признавайте право ребенка на ошибку. 

3. Учите ребенка не оправдывать ошибки, а извлекать из них ценные уроки. 

4. Рассказывайте ребенку об ошибках, которые помогли вам в жизни. 

5. Верьте в своего ребенка. Используйте фразы: «Я знал, что у тебя получится!» «Я горжусь тобой!» 

6. Давайте возможность ребенку самому столкнуться с затруднением. 

7. Не вмешивайтесь в дело, которым занят ребенок, если он не просит помощи. Своим невмешательством вы будете сообщать ему: «С тобой все в порядке! Ты конечно справишься!» 

8. Учите ребенка ставить цели и достигать их. 

9. Поощряйте творческое начало ребенка. 

10. Старайтесь развивать у ребенка вариативное мышление: учите предлагать как можно больше вариантов решений задач или способов выхода из затруднения. 

11. Давайте возможность ребенку самостоятельно выбирать и отвечать за свой выбор. 

12. Создавайте ситуации успеха. 

13. Рассказывайте ребенку о жизни известных успешных людей. 

14. Помните, что самый доходчивый и известный метод обучения – личный пример! 

15. В общении с ребенком возьмите на вооружение девиз: «Все что ребенок может открыть и сделать САМ, он должен открыть и сделать САМ!»

image

Чему ребёнок учится

 

 

  • Если ребенка часто критикуют – он учитсяосуждать.
  • Если ребенку часто демонстрируют враждебность – он учится драться.
  • Если ребенка часто высмеивают – он учитсябыть робким.
  • Если ребенка часто обвиняют – он учится чувствовать себя виноватым.
  • Если к ребенку часто бывают снисходительны – он учится бытьтерпеливым.
  • Если ребенка часто подбадривают – он учитсяуверенности в себе.
  • Если ребенка часто хвалят – он учитсяоценивать.
  • Если с ребенком обычно честны – он учитсясправедливости.
  • Если ребенок живет с чувством безопасности– он учится верить.
  • Если ребенка часто одобряют – он учитсяхорошо к себе относится.
  • Если ребенок живет в атмосфере дружбы и чувствует себя нужным – он учитсянаходить в этом мире любовь.

image

Десять заповедей родительской любви 

  • Любите, всегда  помня о том, что ребёнок - это данная вам свыше драгоценная чаша для разведения и хранения в ней творческого огня.
  • Любите, помогая своему ребёнку быть самим собой. Ребёнок - это не повторение вас, он уникален. Помогите его уникальности проявиться.
  • Любите, давая ему всё то, что в силах дать ему. Ребёнок - это отражение ваших вложений, это ваше будущее. Творите своё будущее.
  • Любите, ничего не прося взамен за всё то, что делаете для него. Когда-нибудь он став взрослым, отдаст всё, что вы ему дали, своим детям, вашим внукам. 
  •  Любите, уважая его и его проблемы. Чтобы понять ребёнка - встаньте рядом с ним, станьте равным ему, и вы увидите мир его глазами.
  • Любите, относясь к чужому ребёнку, как к своему. Делайте для него только то, что хотели бы сделать и для своего. Все дети, которых мы любим - свои.
  • Любите, принимая ребёнка любым: удачливым и неудачливым, красивым и некрасивым, ибо всё в мире относительно. Только истинная любовь - абсолютна.
  • Любите, доверяя ребёнку и сохраняя его изначально полное доверие. Сохраните его открытому миру, уберегите его от своих собственных страхов.
  • Любите, общаясь с ним, радуйтесь, ценя каждое мгновение. Потому что ребёнок - это праздник, который пока с тобой.

image

25 простых правил для родителей

  1. Верьте в ум ребёнка и доверяйте ему.
  2. Помогите выбрать те телепередачи, которые заслуживают внимания.
  3. Позволяйте ребёнку играть со всеми возможными материалами.
  4. Не дразните ребёнка за ошибки.
  5. Хвалите ребёнка за выученные стихи, рассказы, песни.
  6. Никогда не говорите ребёнку, что он хуже других.
  7. Не унижайте ребёнка, наказывая его.
  8. Регулярно читайте ребёнку и приучайте его к чтению с малых лет.
  9. Отвечайте на все вопросы ребёнка честно и терпеливо.
  10. Серьёзные вопросы ребёнка воспринимайте серьёзно.
  11. Давайте ребёнку посильные задания.
  12. Не ругайте ребёнка за беспорядок в своей комнате, если это связано с творческой работой, и она ещё не закончена.
  13. Помогайте ребёнку строить свои личные планы и принимать решения.
  14. Любите ребёнка таким как есть, а не за его достижения.
  15. Установите стандарт поведения ребёнка, следите, чтобы он его придерживался.
  16. Учите ребёнка думать самостоятельно.
  17. Поддерживайте у ребенка желание фантазировать.
  18. Всегда находите время для ежедневного общения с ребёнком.
  19. Разрешайте ребёнку принимать участие в планировании семейных дел.
  20. Во время занятий с ребёнком находите моменты достойные похвалы.
  21. Не хвалите ребёнка без причины и неискренне.
  22. Никогда не отмахивайтесь от неудач ребёнка.
  23. Помогайте ребёнку быть личностью.
  24. Давайте возможность ребёнку самостоятельно принимать решения.
  25. Нет таких тем, которые исключаются при общении с ребёнком.

image

Обучающие игры и развитие внимания
При возможности играйте с ребёнком, организуйте его игры со сверстниками.
Используйте для этого развивающую детскую литературу, журналы,
где обычно описывается немало интересных и полезных игр:
картинки со скрытыми в них изображениями;
картинки, где нужно найти отличия; нарисованные лабиринты и т.д.
Можно создавать игровые ситуации при разгадывании этих задачек,
вносить в игры элемент соревнования. 
image
Тренировка распределения внимания
Задание - вычёркивать в газетном тексте определённые буквы: одну или две
(например, а или о, на следующий день какие-либо другие буквы и т.д.).
В это же время ставить аудиокассету (аудиодиск) с какой-нибудь сказкой.
Проверяется, сколько букв ребёнок пропустил при зачёркивании,
и просят его рассказать, что он услышал и понял из сказки.
Необходима длительная тренировка. 

image
Тренировка объёма внимания

В отсутствие ребёнка выкладывают на стол небольшое количество предметов
(ручку, несколько карандашей, игрушку, тетрадь ) и всё это закрывают.
Затем приглашают ребёнка, на несколько секунд открывают ему все предметы,
опять закрывают и просят перечислить всё, что тот увидел.

Чем больше предметов ребёнок успевает зафиксировать, тем больше объём его внимания. Необходимо повторять это упражнение при постоянном увеличении количества предметов. 
image

Родителю от ребенка (как меня воспитывать)

 

            

☼

Не балуйте меня, вы меня этим портите. Я очень хорошо знаю, что необязательно давать мне все, что я требую. Я просто испытываю вас.

☼

Не бойтесь быть твердым со мной. Я предпочитаю именно такой подход. Это позволяет мне определить свое место.

☼

Не полагайтесь на применение силы в отношениях со мной. Это приучит меня к тому, что считаться нужно только с силой. Я откликнусь с большей готовностью на ваши инициативы.

☼

Не будьте непоследовательными. Это сбивает меня с толку и заставляет упорнее пытаться во всех случаях оставить последнее слово за собой.

☼

Не давайте обещаний, которых вы не можете выполнить, это может поколебать мою веру в вас.

☼

Не поддавайтесь на мои провокации, когда я говорю или делаю что-то только затем, чтобы просто расстроить вас. А то я попытаюсь достичь еще больших «побед».

☼

Не расстраивайтесь слишком сильно, когда я говорю «Я вас ненавижу». Я не имею это ввиду. Я просто хочу, чтобы вы пожалели о том, что сделали мне.

☼

Не заставляйте меня чувствовать себя младше, чем я есть на самом деле. Я отыграюсь за это став «плаксой» и «нытиком».

☼

Не делайте для меня и за меня то, что я в состоянии сделать для себя сам, а то у меня войдет в привычку использовать вас в качестве прислуги.

☼

Не обращайте внимания на мои «дурные привычки» - это меня портит.

☼

Не поправляйте меня в присутствии посторонних людей. Я обращу гораздо большее внимание на ваше замечание, если вы скажете мне все спокойно,  с глазу на глаз.

☼

Не пытайтесь обсуждать мое поведение в самый разгар конфликта. По некоторым объективным причинам мой слух притупляется в это время, и мое желание действовать с вами заодно пропадает. Будет нормально, если вы предпримите определенные шаги позднее.

☼

Не пытайтесь читать мне наставления и нотации. Вы будете удивлены, узнав, как великолепно я знаю, что такое хорошо и что такое плохо.

☼

Не заставляйте меня думать, что мои проступки – смертный грех. Я должен научиться делать ошибки, не ощущая, что я ни на что не годен.

☼

Не придирайтесь ко мне и не ворчите на меня. Если вы будете это делать, я буду вынужден защищаться, притворяясь глухим.

☼

Не требуйте от меня объяснений, зачем я это сделал. Я иногда и сам не знаю, почему поступаю, так или иначе.

☼

Не подвергайте слишком большому испытанию мою честность. Когда я запуган, я легко превращаюсь в лжеца.

☼

Не забывайте, что я люблю экспериментировать. Таким образом, я познаю мир, поэтому, пожалуйста, смеритесь с этим.

☼

Не защищайте меня от последствий собственных ошибок. Я учусь на собственном опыте.

☼

Не обращайте слишком много внимания на мои хвори. Я могу научиться получать удовольствие от плохого самочувствия, если это привлекает ко мне столько внимания.

☼

Не пытайтесь от меня отделаться, когда я задаю откровенные вопросы. Если вы не будете на них отвечать, вы увидите, что я перестану задавать вам вопросы вообще, и буду искать информацию где-то на стороне.

☼

Не отвечайте на глупые и бессмысленные вопросы. Если вы будете это делать, то вы вскоре обнаружите, что я просто хочу, чтобы вы постоянно мной занимались.

☼

Никогда даже не намекайте, что вы совершенны и непогрешимы. Это дает мне ощущение тщетности попыток сравняться с вами.

☼

Не беспокойтесь, что мы проводим вместе слишком мало времени. Значение имеет то, как мы его проводим.

☼

Пусть мои страхи и опасения не вызывают у вас беспокойства, иначе я буду бояться еще больше. Покажите мне, что такое мужество.

☼

Не забывайте то, что я не могу успешно развиваться без понимания и обозрения, но похвала,  когда она честно заслужена, иногда все же забывается. А нагоняй, кажется, никогда.

☼

Относитесь ко мне так же, как вы относитесь к своим друзьям. Тогда я тоже стану вашим другом. Запомните, что больше меня учит не критика, а примеры для подражания.

☼

И, кроме того, помните, что я вас люблю, пожалуйста, ответьте мне любовью.

imageНормы оценок вначальной школе

 

Литературное чтение – это не только тот предмет, которым надо успешно овладеть ребенку, но и тот, посредством которого он будет осваивать другие дисциплины, добывать знания по всем другим предметам.

В начальной школе проверяются не только навык чтения, но и читательские умения.

Навыки чтения: 

l  навык осознанного чтения в определенном темпе (вслух и про себя);

l  умение выразительно читать и пересказывать текст;

l  учить и рассказывать наизусть стихотворение или отрывок прозы.

Читательская деятельность:

l  умение ориентироваться в книге;

l  знание литературных произведений, их жанров и особенностей;

l  знание имен и фамилий детских писателей, их жанровых приоритетов.

 

Темп чтения

 

1 класс

2 класс

3 класс

4 класс

Ι

полугод

ΙΙ

полугод

Ι

полугод

ΙΙ

полугод

Ι

полугод

ΙΙ

полугод

Ι

полугодие

ΙΙ

полугодие

 

 

 

 

 

вслух

про себя

вслух

про себя

вслух

про себя

вслух

про себя

 

15 - 20 слов

25 - 30  слов

30 - 40 слов

45 - 50 слов

55 - 65 слов

70 - 80 слов

65 - 75 слов

85 - 95 слов

75 - 85 слов

95 -105 слов

90 - 100

слов

110 -120 слов

 

 

Виды обязательного контроля:

 

l  индивидуальная проверка техники чтения ( 3 раза в год:  диагностика, 

1 полугодие, 2 полугодие);

l  коллективная проверка навыка чтения про себя ( 1 раз в полугодие);

l  тесты по ключевым разделам программы (согласно планированию).

 

 

 

 

 

 

 

 

 

 

 

 

 

Русский язык

 

Количество итоговых работ

 

Класс

Виды работ

Учебные четверти

Итого

 

Ι

ΙΙ

ΙΙΙ

Ι V

 

1 класс

Контрольный диктант

-

-

-

1

 

2

 

Контрольное списывание

 

-

-

-

1

 

2 класс

Контрольный диктант

-

1

2

1

 

7

 

Контрольное списывание

 

-

-

2

 

1

 

3 класс

Контрольный диктант

2

2

3

2

 

 

14

 

Контрольное списывание

1

1

1

-

 

Контрольное изложение

-

-

-

1

 

Практическая работа / тест

 

-

-

1

-

 

4 класс

Контрольный диктант

2

2

3

1

 

 

16

 

Контрольное списывание

1

1

1

-

 

Контрольное изложение

1

-

1

1

 

Практическая работа / тест

 

-

-

-

2

 

 

 

Количество творческих работ

(обучающего характера)

 

Класс

Изложение

Сочинение

Ι четверть

ΙΙ

четверть

ΙΙΙ

четверть

ΙV

четверть

Ι

четверть

ΙΙ

четверть

ΙΙΙ

четверть

ΙV

четверть

1 класс

-

-

-

-

-

-

-

-

2 класс

2

1

2

2

1

2

2

3

3 класс

2

2

3

3

2

2

3

2

4 класс

2

3

3

3

2

2

2

2

 

 

 

 

 

Объем диктанта и текста для списывания

 

Класс

Ι четверть

ΙΙ четверть

ΙΙΙ четверть

ΙV четверть

1 класс

-

-

-

15-20 слов

2 класс

20 - 25 слов

25 – 30 слов

30 – 35 слов

35 – 40 слов

3 класс

40 – 45 слов

45 – 50 слов

50 – 55 слов

55 – 60 слов

4 класс

60 – 65 слов

65 – 70 слов

70 – 75 слов

75 -80 слов

 

Объем словарных диктантов

 

Класс

Ι полугодие

ΙΙ полугодие

2 класс

8 слов

10 слов

3 класс

10 слов

12 слов

4 класс

12 слов

15 слов

 

Нормы оценок

 за словарный диктант

 

Класс

«5»

«4»

«3»

«2»

2,3,4

без ошибок

1 ошибка,

1 исправление

 

2 ошибки,

2 исправления

3 – 5 ошибок,

3 -5 исправлений

 

Контрольный словарный диктант проводится 1 раз в 2 недели

 

 

Нормы оценок

за контрольное списывание

 

Оценка

Критерии

«5»

 

идеальная работа без ошибок и исправлений

«4»

 

1 – 2 исправления или 1 ошибка

«3»

 

2 – 3 ошибки или 3 – 4 исправления

«2»

 

более 3 ошибок или 4 исправлений

 

 

 

Нормы оценок за диктант

 

Оценка

Текущий контроль

Итоговый контроль

«5»

не более 1 недочета

идеально выполненная работа без ошибок и исправлений

«4»

 

 

1-3 ошибки или

2 -4 недочета

не более 2 ошибок

 или 3 недочетов

«3»

 

 

4 – 6 ошибок

или 5 – 7 недочетов

не более 3 – 5 ошибок

или 6 недочетов

«2»

 

 

более 6 ошибок

или 10 недочетов

более 5 ошибок

или 8  недочетов

 

 

Грамматические задания

 

Должно быть не более 4 видов грамматических заданий. Грамматических разборов – не более 2 видов. Орфографические ошибки в словах для грамматического разбора не учитываются.

 

 

Нормы оценок за грамматическое задание

 

Оценка

Критерии

«5»

 

все задания выполнены без ошибок

«4»

 

за полностью выполненные задания с 1 ошибкой

«3»

 

 

 

не полностью выполненные задания ( не менее 50% объема) или за полностью выполненные задания при 2 ошибках

«2»

 

 

если выполнено менее 50% объема заданий или при 3 ошибках

 

 

 

 

 

Творческие работы

 

Сочинения, изложения носят обучающий характер. При выставлении оценки за обучающее изложение или сочинение

l  во 2-3 классах выставляется одна отметка ( за содержание );

l  в 4 классе – две отметки ( за содержание и грамотность).

За обучающие творческие работы выставляются только положительные отметки («5», «4», «3»). Двойки не выставляются. В журнал в пустую клеточку ставится отметка за работу над ошибками. Все клеточки в журнале  за творческие работы должны быть заполнены.

 

 

Нормы оценок

за творческие работы

 

Отметка

Критерии

«5»

правильное, последовательное воспроизведение авторского текста ( изложение), логически последовательное раскрытие темы (сочинение), богатство словаря;

допускается 1 речевая неточность, 2 исправления.

 

«4»

правильно, достаточно полно передан авторский текст ( изложение), раскрыта тема (сочинение), но имеются незначительные нарушения последовательности изложения мысли;

допускаются не более 3 речевых недочетов,  

1 орфографическая ошибка  или 1 – 2 исправления

 

«3»

допущены некоторые отклонения от авторского текста (изложение), отклонение от темы (сочинение), допущены нарушения в построении 2 – 3 предложений, беден словарь;

допускаются не более 3 недочетов в построении текста,

 2-3 ошибки или 2- 3  исправления

 

«2»

ниже, чем на оценку «3»

 

 

 

 

 

 

 

Математика

 

Контрольная работа комбинированного характера

 

Оценка

1 задача и примеры (др задания)

2 задачи и примеры (др. задания)

«5»

работа выполнена безошибочно

работа выполнена безошибочно

«4»

1 – 2 вычислительные ошибки

1 – 2 вычислительные ошибки

«3»

ошибка в ходе решения задачи, примеры решены верно

ошибка в ходе решения 1 задачи, все остальное решено верно

задача решена правильно,

3-4 вычислительные ошибки в примерах

2 задачи  решены правильно,

3-4 вычислительные ошибки в примерах

«2»

ошибка в ходе решения задачи и

2 – 3  вычислительные ошибки

ошибки в ходе решения 2  задач или

ошибка в ходе решения 1 задачи

и 4  вычислительные ошибки

задача и примеры имеют 5 и более ошибок

 

Математический диктант

 

«5»

«4»

«3»

«2»

нет ошибок

выполнена 1/ 5 часть неверно

выполнена 1/ 4 часть неверно

выполнена 1/ 2 часть неверно

 

Контрольная работа

 

Оценки

Содержащая

 только одни примеры

 (не менее 12 вычислительных действий)

Содержащая

 только одни задачи

 (не менее 2-3 задач)

«5»

работа выполнена безошибочно

работа выполнена безошибочно

«4»

1 – 2 вычислительные ошибки

нет ошибок в ходе решения задач, но допущены 1-2 вычислительные ошибки

«3»

3 – 4 вычислительные ошибки

1 ошибка в ходе решения задачи и 1 вычислительная ошибка

вычислительных ошибок нет, но не решена 1 задача

«2»

5 и более вычислительных ошибок

допущены ошибки в ходе решения 2 задач

1 ошибка в ходе решения задач и 2 вычислительных ошибки

imageУпражнения для учеников во время летних каникул при переходе из одного класса в другой

Летние задания

 

 

 

 

 

 

 
 Мамина школа.

 

 

 

 

 

 

 

      

 

 

 

 

 

 

 

 

 

 

                                                     Летние задания

                                ________________                                          

                                                    __________________ 

                                            

                                      2014 год

 

 

Составитель:

 

 

 

 

Несколько слов для мам.

  За летние каникулы чтение ухудшается более чем у 50% учеников, письмо – у 67%, а вычислительные навыки – у 75% учеников.

   Для того, чтобы сохранить уровень учебных умений и навыков, достаточно тренироваться ежедневно 20 минут во время летних каникул. Эта закономерность положена в основу организации летних занятий во многих странах мира, например в Италии. Эта же закономерность положена в основу работы по тетради «Мамина школа». В тетради 30 заданий. Они рассчитаны на 6 летних недель (с 16 июля по 26 августа), по 5  занятий в неделю.

Длительность тренировок ориентировочно:

·       трёхкратное чтение текста – 4 минуты

·       переписывание  -  5 минут

·       решение примеров – 6 минут

·       решение задачи – 5 минут

Всего 20 минут.

   Просьба обратить внимание на следующее:

Ø осмыслен ли текст

Ø уменьшается ли время при трёхкратном прочтении

Ø выдержана ли высота и правильность строчных букв при переписывании и увеличилась ли скорость письма за последние занятия

Ø уменьшились ли затраты времени на вычисления и количество ошибок.

                                    Дорогие ребята!

  Первое упражнение – чтение.

   Текст надо читать трижды, каждый раз замеряя, сколько времени потребуется. В этом вам помогут старшие. Затраты времени будут уменьшатся, так как будет увеличиваться скорость чтения. Старайтесь, чтобы скорость чтения не снижалась с 60 слов в минуту.

 

Второе упражнение – письмо.

   Прочитанный текст надо аккуратно и внимательно переписать на разлинованную часть страницы в течении пяти минут. После истечения времени можно дописать до точки. Посчитав количество букв и разделив их на 5, получим скорость письма. Изо дня в день скорость письма будет увеличиваться. Она должна быть не менее 30 букв в минуту.

   Третье задание – математическое.

   При ежедневных тренировках затраты времени на решение примеров и задачи уменьшатся до трёх минут.

Задание 1

 

Ручей.

 

   Зиме наступил конец. Стоял тёплый апрельский денёк. Проснулся ручей и пустился бежать по тропе. С берёзы упал последний сухой листок. Он запрыгал по чистым струйкам воды. Ручей весело бежал к Щучьему озеру. Туда спешили и его братья. Большое озеро радушно встречало гостей.

 

 (42 слова)

 

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  Подчеркни в первом предложении буквы, обозначающие  мягкие согласные звуки.

 

42-21 =

3 · 8 =

98-46 =

2 · 3 =

64+22 =                       

12 : 3 =

32+47 =

10 : 2 =

 

      Задача №1

 

Оля нарисовала 8 портретов, а пейзажей – на 6 больше. Сколько рисунков нарисовала Оля?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 2

Мать – и – мачеха.

 

    Весна. Последние клочья снега лежат только под могучими соснами. На голой бурой земле показались первые цветы. Это мать-и-мачеха. Ночью цветок спит. Но вот из – за леса встало солнышко. Цветок медленно поднял головку, расправил листочки. Верхняя часть их холодная, а нижняя – тёплая. Цветок назвали мать-и-мачеха.

(48 слов)

 

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    Во втором предложении подчеркни буквы, обозначающие  звонкие согласные звуки.

 

61+11 =

3 · 6 =

76-33 =

2 · 5 =

16+31 =

15: 3 =

72-20 =

18: 2 =

   

       Задача №2

   Художник украсил витражами 15 оконных проёмов на первом этаже, а на втором – на 3 проёма меньше. Сколько всего окон украсил художник витражами?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 3

                                                      Мой край.

 

   Я люблю своё село Ильинка. Чудесная роща стоит за нашим селом. Как хороша она весной! Вот лопнули пахучие почки. Маленькие чистые листочки усыпали все ветки. Роща покрылась зелёным пушком. Весело свищут синицы. Они долго ждали этой поры. На речке Тихой уже сошёл лёд.                                                                                                           (44 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

В первом предложении подчеркни буквы,  обозначающие мягкость предшествующего согласного.

 

32+23 =

3 · 5 =

12+45 =

2 · 7 =

48-24 =

9 : 3 =

30+21 =

14 : 2 =

 

 

 

 

 

Задача №3

          В музее художник – гравёр выполнил 12 гравюр на деревянных досках, а на линолеуме – на 6 гравюр больше. Сколько всего гравюр выполнил художник?

            

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 4

Друзья.

 

    Ещё вчера шёл дождь. На улице всюду грязь и лужи.

   Ночью подул холодный ветер. Лужи замёрзли. Посыпал мягкий пушистый снежок. Ребятишки шли из школы домой. На дороге было скользко. Кирилл Субботин упал и ушиб ногу. Друзья помогли ему встать и отвели домой. Они часто навещали его.

(46 слов)

 

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………………………………………………………………………………………………………………………………………………………………………………………………

 

В первом предложении подчеркни буквы, обозначающие  шипящие согласные.

 

12+86 - 62 =

8 : 2 +77 =

2 · 4 + 82 =

3 · 3 + 85 =

 

 

 

 

  

       Задача №4

 

    24 стакана с соком расставили на 8 столов, поровну на каждый стол. Сколько стаканов с соком на каждом столе?

       

       

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 5.

                                                          Летом.

 

    Борис и Глеб часто ходили в лес. Там большой пруд.  На берегу рос камыш. Около камышей плавал белый лебедь. На красивую, гордую птицу любили смотреть мальчики. В жаркие дни они садились на плот и переплавлялись  на другой берег. Там хороший пляж. Там много друзей.

(44 слова)

 

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      В первом предложении подчеркни буквы, обозначающие  глухие согласные звуки.

 

42+14 =

3 · 7 =

99-66 =

3 · 9 =

27+48 =

16 : 2 =

31+17 =

21 : 3 =

 

 

 

 

 

   

      Задача №5

      Белых свинок было 16 штук, а рыженьких – на 7 меньше. Сколько было белых и  рыженьких морских свинок?

 

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 6

                                                       У реки.

 

      Деревня Сосновка стоит на холме. Под горой течёт река Вязьма. Правый берег Вязьмы крутой. По тропинке ребята спустились на пляж. У берега плавают кувшинки на длинных стеблях. Около старой берёзы бьёт из-под земли родник. Девочки пьют прохладную водичку из ключа. Мальчики ныряют в воду.

(46 слов)

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

   В первом предложении поставь точки под безударными гласными, которые нужно проверять.

 

36+52 =

2 · 8 =

25+32 =

3 · 5 =

40-22 =

27 : 3 =

31+63 =

15 : 3 =

 

       Задача №6

    На берегу отдыхало 28 тюленей. Приближение белого медведя заметило 7 тюленей. Они и ещё 15 тюленей спрыгнули в воду. Сколько тюленей осталось на берегу?

          

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 7

                                                       В классе.

 

    Звенит звонок. Он зовёт детей на долгожданный урок. Учительница Инна Васильевна читает текст диктанта. Там встретились слова: суббота, русский язык, соловьи, обезьяна. Ученики быстро пишут в тетрадях. Глеб Щукин работал у доски. Весело стучал мел. В конце урока девочки и мальчики подали свои работы.

(45 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

  Разбери второе предложение по частям речи.

 

39-17 =

2 · 7 =

38-27 =

3 · 8 =

77-53 =

12 : 2 =

79+14 =

14 : 2 =

 

        Задача №7

        3 мальчика разделили поровну между собой 18 орехов. Сколько орехов получил каждый?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

     

Задание 8

 

     Илья Субботин получил из Москвы посылку. Бабушка прислала подарок. На столе стояла чудесная игра. К Илье пришёл Кирилл Гурьянов. Друзья стали строить железную дорогу. Илюша клал рельсы. Друг составил длинный поезд. Мальчик завёл машину. Быстро закружил состав по рельсам.

(39 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

    Подчеркни в тексте собственные имена существительные.

 

21+(46 – 11) =

53+(36 + 4) =

74-(51+15) =

42-(26-13) =

 

 

 

 

 

 

     Задача №8

       В стае пингвинов 86 птенцов. 35 птенцов ушли с родителями на рыбалку, 45 в «детский сад». Сколько птенцов осталось сидеть на лапках родителей?

            

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 9

Друзья птиц.

 

   Костя Васильев и Андрей Кирьянов бегут в рощу. Звонко поют птицы. Чудесно пахнут ландыши. От стволов на земле длинные тени. В гнезде пищат птенцы. Вот летит их мать. Она принесла грачатам корм. Малыши ели пищу. Мальчики ушли. Зачем пугать птицу?

(42 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

  Подчеркни в тексте орфограммы на правописание шипящих.

 

81+18 =

2 · 6 =

63-21 =

3 · 3 =

28+31 =

21 : 3 =

54-37 =

9 : 3 =

 

 

 

 

 

 

       Задача №9

        В театре было 68 декораций. К открытию сезона сделали новые: 17 деревянных и 28 – на ткани. Сколько декораций стало в театре?

 

       

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 10                                    

                                                    Забота.

 

   Раннее утро. В родные места летят аисты. Здесь совьют они свои гнёзда.

      И вот уже в гнезде пищат аистята. Семью надо кормить. Отец расправил крылья, полетел искать пищу.

      Целое лето прожили аисты в селе Ильинском. Кирюша с сестрой Аллой носили птенцам лягушек.

 (43 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

 

    В первом и втором предложениях, подчеркни главные члены предложения.

 

52+27 =

2 · 9 =

85-66 =

3 · 7 =

54+18 =

18 : 2 =

44+24 =

24 : 3 =

 

 

 

 

 

 

Задача №10

         В подъезде дома - 9 этажей по 3 квартиры на каждом этаже. Сколько всего квартир в подъезде?

   

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 11                                    Каникулы.

 

   Кончился учебный год. Ребята поедут в деревню, на дачу. Они будут ходить за грибами и ягодами. Анна Воробьёва едет на Волгу. Слава Ильин полетит самолётом на озеро Байкал.

      Детей ждут походы, дороги, широкий простор. Осенью они приедут в родной город Москву.

(42 слова)

 

……………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………...

……………………………………………………………………………………………...

 

В печатном тексте  подчеркни непроверяемые гласные в словарных словах.

 

2 · 5 + 35 =

3 · 4 - 8 =

10 : 2 + 46 =

18 : 3 + 26 =

 

 

 

 

 

 

     Задача №11

   На вечернем спектакле театра оперы и балета в зале было довольно много детей: 24 – в партере и по 9 детей в ложах первого и второго ярусов. Сколько всего детей было на вечернем спектакле?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 12

 

Любимый театр.

 

     В Москве есть театр кукол. Инна и Татьяна идут туда с радостью. На стене чудесные часы. Наступил полдень. Петух зовёт детей. Из домиков вышли медведь, козёл, свинья и заиграли песенку.

     Девочки взяли в кассе билеты, сели на места. Открылась сцена. Зал затих.

(44 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

  Обозначь ударение в словах второго предложения.

 

25+44 =

3 · 6 =

33+28 =

2 · 4 =

93-57 =

16 : 2 =

52+20 =

27 : 3 =

 

 

   

 

 

 

Задача №12

    Студенты-этнографы записали в деревне 30 народных песен: 9 колыбельных, 7 плясовых, а остальные – частушки. Сколько частушек записали студенты?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 13                                

Медведь.

 

     Под елью была яма. Осенью медведь устроил там берлогу и залез на зиму. Намело над берлогой сугроб. Воют вьюги. Трещит мороз. Дует злой ветер. А медведь спит.

     Пришло весеннее тепло. Проснулся Михайло Иванович. Какой он стал худой! Вылез медведь и шагает в лесную чащу.

(45 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

……………………………………………………………………………………………...

 

В первом предложении подчеркни слово, в котором звуков больше, чем букв.

 

3 · 3 +54 =

16 : 2 +52 =

2 · 9 - 16 =

27 : 3 +46 =

 

    Задача №13

   В апреле хозяйка высадила в теплице рассаду баклажанов – 40 штук. Из-за майских заморозков 25 растений погибли. Хозяйка посадила ещё 30. Сколько кустиков баклажанов теперь растёт в теплице?

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

Задание 14

Рассказ учительницы.

 

         Анна Васильевна рассказала ученикам о бобрах. Дети узнали много интересного. Бобры живут на лесной реке. Хороши их прочные шубы. Тепло бобрам зимой. Чуткие у зверей уши. Ударит хвостом рыба. Сухие листья упадут. Слышит бобёр. А вот глаза на сто шагов плохо видят. Какие дома делают бобры! Крепкие, вход под водой.                   (52 слова)

                                                                                                                                    

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

  Найди в тексте и подчеркни одной чертой имя существительное одушевлённое, нарицательное, употреблённое в единственном числе.

 

62-23 =

3 · 5 =

65+28 =

2 · 6 =

34+49 =

18 : 3 =

20+43 =

10 : 2 =

 

 

 

 

 

  Задача №14

 

    Мама разложила 15 вишенок на 3 торта, поровну на каждый торт. Сколько вишенок на каждом торте?    

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 15

 

         Гуляли забавные утята по двору. Ходили они гуськом такие чистые и пушистые. Искали малыши корм. Щипали утята траву.

          Нашли проказники большую трубу. Залезли туда один за другим. Вышли озорники из трубы грязные. Стала утка-мать отмывать детей в реке.

(39 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

    Во втором предложении найди и подчеркни слово, в котором букв больше, чем звуков.

 

3 · 8 +47 =

2 · 7+24 =

24 : 3 +38 =

8 : 2+20 =

 

 

 

 

 

 Задача №16

    В цветочном павильоне было выставлено 65 икебан: в 44 были белые хризантемы, а в остальных – жёлтые. На сколько больше икебан с белыми хризантемами, чем с жёлтыми?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 16

 

Осенью.

 

    Мы часто ходим в ближний лесок. Красив русский лес осенью. Яркие краски радуют глаз. Падают сухие листья. Земля покрылась пёстрым ковром. Шуршит под ногами пожухлая трава. В лесу смолкли птичьи песни. Вода в лесных ручьях чистая. Хорошо дышится свежим воздухом.

(41 слово)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

   Подчеркни в словах разделительный мягкий знак.

30+28 =

2 · 7 =

32-24 =

3 · 4 =

59-31 =

8 : 2 =

85-68 =

12 : 3 =

 

 

 

 

 

 

 

   Задача №16

  

   Для выклеивания картины из аппликаций японка отобрала 80 лоскутов:

 69 шёлковых, а остальные – бумажные. На сколько больше шёлковых лоскутков отобрала японка?

         

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

         Задание 17

Труд у школы.

 

       Новая школа стоит на пустыре. В субботу ребята работали на школьном дворе. Учитель Илья Петрович привёз липки.

         Мальчики рыли лопатами ямки. Девочки опускали деревья корнями в землю. Встали ровными рядами липки. Пройдут годы. Зашумит у школы липовая аллея.

 (41 слово)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………...................................................................................................................................

………………………………………………………………………………………………

 

  Подчеркни в тексте волнистой линией имена прилагательные.

 

10+65 =

2 · 5 =

49+29 =

3 · 9 =

40+47 =

18 : 2 =

77+18 =

15 : 3 =

 

 

 

  

 

   Задача №17

 

   Для выращивания деревьев бонсаи японка купила 30 цветочных горшков: 19 керамических, а остальные пластиковые. На сколько больше керамических горшков купила японка?

 

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 18

Берёза плачет.

 

     Илья и Алла гуляли по лесу. Сели они на пенёк отдыхать. Вдруг на лоб Илье упала капелька. Мальчик поднял глаза. Откуда дождь? Это плакала берёза. Из ранки на стволе капал сок. Злые люди ранили дерево. Дети присыпали ранку землёй.

 (41 слово)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

  Подчеркни в тексте имена собственные.

81-30 =

2 · 8 =

27+66 =

3 · 6 =

60+24 =

12 : 2 =

71-27 =

21 : 3 =

 

 

 

 

 

 

 

   Задача №18

 

   Носовой платочек в подарок маме дочка решила обшить по краю кружевом. Сколько дециметров кружева нужно для этого, если длина одной стороны квадратного платочка – 2 дм?

 

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 19

Хлеб.

 

     Лежит на столе тёплый душистый хлеб. Кто дарит нам это чудо? Золотые руки людей растят хлеб. Весной они пашут землю, сеют хлеба. Всё лето они ухаживают за посевами. Люди хотят получить хороший урожай. Они хотят подарить всем хлеба побольше.

(40 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

  В первом предложении раздели слова вертикальными чёрточками для переноса.

 

39+(45-12) =

40+(37+11) =

37+(49+6) =

27+(90-42) =

 

 

 

 

 

   Задача №20

 

  Павлик делает деревянную рамочку для фотографий. Какой длины планка ему нужна, если длина прямоугольной рамочки будет 3 дм, а ширина 2 дм?

 

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 20

Друзья.

 

    Юра Щукин и Алёша Морозов – большие друзья. Они живут в селе Ильинки. Кругом раскинулись широкие поля. Под горой течёт речушка Клязьма. Летом ребята работали в поле. Они ходили на прополку свёклы. Потом бежали в ближний лесок. Там много грибов и ягод. Мальчики знают грибные места.

(46 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

  Подчеркните в тексте имена собственные.

 

91-26 =

2 · 6 =

20+56 =

3 · 0 =

46-38 =

12 : 2 =

20+54 =

14 : 2 =

 

 

Задача №20

 

 За неделю магазин продал 14 попугаев,  крыс – на 8 меньше, а хомячков столько, сколько крыс и попугаев вместе. Сколько  хомячков  продал магазин за неделю?

 

       

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 21

Радость.

 

      Прошли сильные дожди. Журчат по полям ручьи. Ребятишки бегут в овраг. На дне его потоки воды. Вот где раздолье! Мальчики делают запруду. Юра Субботин спускает на воду лодочку из бумаги. У Андрюши Воробьёва готов кораблик с парусом. По озеру уже плывёт целая флотилия.

(44 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

  Найди в тексте глаголы и подчеркни их двумя чертами.

 

2 · 4 +63 =

3 · 5 + 54 =

16 : 8 +47 =

18 : 3+36 =

 

Задача №21

 

   В конце рабочего дня в магазинном аквариуме осталось 12 меченосцев, а гуппи – на 7 больше. Сколько меченосцев и гуппи осталось в магазинном аквариуме?

 

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 22

Новый дом.

 

       Инна Петровна Соловьёва работает на заводе. Она собирает часы. Семья Соловьёвых получает новую квартиру. Квартира находится на шестом этаже. В доме есть газ и лифт. Красивый вид из окон на площадь Гагарина. Около дома жильцы посадили деревья. Друзья и родные поздравили семью с большим счастьем.

(47 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

Подчеркни в словах мягкий знак, обозначающий мягкость согласного.

 

87-54 =

3 · 5 =

56-20 =

2 · 8 =

30+68 =

12 : 4 =

30+34 =

21 : 7 =

 

 

Задача №22

 

      Дима решал 6 дней по 3 задачи. Сколько всего задач решил Дима за эти дни?

 

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 23

Забота о малышах.

 

        Рядом со школой построили детский сад. В саду три группы малышей. Школьники часто ходят туда. Малыши ждут своих друзей. Ольга Морозова читает детишкам стихи. Алла Юрьева играет с девочками в куклы. Алёша Ильин принёс альбом и карандаши. Дети любят рисовать.

(43 слова)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

    Найди в тексте однокоренные слова к слову школа и обозначь в них корень

 

63+10 =

3 · 6 =

20+49 =

2 · 7 =

24+43 =

10 : 5 =

76-63 =

16 : 2 =

 

 

 

 

  

 

 

       Задача №23

 

      На сцене в конце спектакля было 19 актёров. На поклон из-за кулис выбежало 40 актёров, а из зала с цветами – 10 зрителей. Сколько человек оказалось на сцене?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 24

Прощание с осенью.

 

   В октябре стоит сырая погода. Весь месяц льёт дождь. Дует осенний ветер. Шумят в саду деревья.

       Ночью перестал дождь. Выпал первый снег. Кругом светло. Всё вокруг стоит нарядным. Две вороны сели на берёзу. Посыпался пушистый снежок. Дорога подмёрзла. Хрустят листья и травка на тропе у дома.

(49 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

 

   Подчеркни в словах парные согласные, которые нужно проверять.

 

72-20 =

3 · 9 =

25+43 =

9 · 2 =

14+41 =

12 : 3 =

47-20 =

21 : 7 =

 

 

 

 

 

 

       Задача № 24

     В гардеробе перед началом спектакля висело 75 плащей и курток. Во время первого действия туда сдали одежду ещё 15 опоздавших женщин и 11 мужчин. Сколько всего номерков выдала гардеробщица зрителям?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 25

                                                       Зима.

 

      Прошло осеннее ненастье. На дворе зима. Стоит хорошая погода. Кругом светло от снега. Пришла зимушка и в лесную чащу. Запушила деревья. Красивый наряд лежит на ветвях. На снегу можно заметить следы зверей. Вот бежал через поляну заяц. Под сосной пушистые шишки. Чья это работа? Белочки или дятла.

(48 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

……………………………………………………………………………………………...

 

   Слова первого предложения раздели вертикальными чёрточками для переноса.

 

72 – 54 =

5 · 9 =

37 + 59 =

4 · 2 =

90 – 84 =

24 : 3 =

60 – 4 =

14 : 7 =

 

 

 

 

 

 

       Задача №25

       Струнный квартет исполнил  3 сонаты Бетховена, сонат Гайдна на 2 больше, чем сонат Бетховена, а сонат Моцарта столько, сколько Бетховена и Гайдна вместе. Сколько сонат Моцарта исполнил струнный квартет?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 26

Пруд.

 

   Около деревни Назарьино хороший пруд. Вокруг стоят берёзы да плакучие ивы. В сентябре они надели осенний наряд из жёлтых листьев. Вода в пруду прозрачная. У берега мелькают шустрые рыбёшки. Летом в солнечную погоду там плавают ребята. Зимой пруд покрыт толстым  льдом. Детишки бегут на лёд с коньками и санями.

(49 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………………………………………………………………………………………………………

 

   Подчеркни имена прилагательные употреблённые во множественном числе. 

 

5 · 3 + 69 =

5 · 3 =

4 · 3 + 46 =

4 · 3 =

10 : 2 + 45 =

10 : 2 =

18 : 3 9 + 76 =

18 : 3 =

        

 

 

 

 

                

       Задача №26

 

  В одном из парков Токио расцвело 53 дерева: 22 сливы, остальные – сакуры. Каких деревьев расцвело больше и на сколько?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 27

В ноябре.

 

   На улице стоит слабый мороз. Солнце посылает на землю яркие лучи. Под ногами хрустит снег. Дорога укатана санями. Небо над землёй стоит чистое и высокое. Днём можно увидеть на небе молодой месяц серпом. В лесных ручьях течёт светлая и прозрачная вода. На дне ручьёв видны сухие листочки и травинки.

(51 слово)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

   Во втором предложении подчеркни гласные буквы,  обозначающие два звука.

 

      

26 + 47 =                        

8 · 2 =

87 – 25 =

3 · 6 =

44 + 36 =                        

4 : 2 =

70 – 27 =

9 : 3 =

 

 

 

 

 

 

      Задача №27

 

     Мама принесла 15 роз и расставила их поровну в 3 вазы. Сколько роз поставила мама в каждую вазу?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 28

Дорога.

 

       Глеб запряг в телегу лошадку. Мы тронулись в путь. Узкая дорожка шла через поле. Воронок бежал лёгкой рысью. Вокруг раскинулся овёс. За полями начинался низкий кустарник. Проехали редкий лесок. Вот и деревня Редькино. На краю избушка. Тут живёт дедушка Тарас. Огород у деда большой. Созрели морковка, репка, горох.

 (49 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

   Подчеркни в тексте парные согласные, которые нужно проверять.

 

100 – (75- 18) =                                   

49 + (31+12) =                                     

46 – (19+13) =

26 + (74-45) =

 

 

 

 

 

 

         Задача №28

  В оркестре 20 ударных инструментов: 12 различных барабанов, 4 бубна, а остальные – колокольчики. Сколько колокольчиков в оркестре?

 

    

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Задание 29

Сельская школа.

 

     Далеко видна наша школа. Она стоит на горе. Вокруг здания ребятишки посадили молодые деревья.

      В классах светло. Тут царят уют и чистота. Стоят рядами парты. На стене висит доска. Посмотри в окно. Чудная картина! Широкая улица ведёт к реке. За рекой зеленеют поля. Белеет стволами берёзовая роща.

(49 слов)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

   В первой части подчеркни двусложные слова.

 

76 – 42 =                               

3 · 9 =

57 + 15 =                              

7 · 3 =

87 – 81 =                              

27 : 3 =

50 – 36 =

16 : 2 =

 

 

 

 

 

 

Задача №29

   В ансамбле скрипачей 24 музыканта: 16 человек играет на скрипках, 5 – на виолончелях, а остальные – на контрабасах. Сколько музыкантов играют на контрабасах?

     

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

  

Задание 30

Глазные капли.

 

    У Тани Смирновой заболел утром живот. Она позвонила и вызвала врача. Часа через два явился молодой доктор. Он осмотрел больную. Врач спросил, что Танюша ела вечером. Оказалась, что девочка наелась зелёных яблок. Тогда врач прописал ей глазные капли. Он велел лечить глаза. Догадались, почему? Надо хорошо смотреть, что едите!

(51 слово)

 

………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………

………………………………………………………………………………………………

………………………………………………………………………………………………

 

         В первом предложении подчеркни подлежащее, а во втором предложении – сказуемое.

 

13 + 7 =                                  

2 · 9 =

75 – 20 =                                

2 · 3 =

40 – 39 =                               

12 : 6 =

26 + 45 =

16 : 8 =

 

 

 

 

 

           Задача №30

        Кружок юных натуралистов купил в зоомагазине 6 улиток, а лягушек – на 5 больше. Сколько улиток и лягушек купил кружок юных натуралистов?

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

   Литература:

    

1.    Беденко М.В. Сборник текстовых задач: 1-4 класс. – М.:ВАКО, 2004

2.    Матвеева А.Н. Тематические и итоговые контрольные работы по русскому языку в начальной школе: Метод. пособие. – 2-е изд. – М.:Дрофа, 1997

Точечный массаж

image

Полезные ссылки для ребят: 

image

http://potomy.ru/   

http://virzoo.narod.ru/  

http://lukoshko.net/   

http://www.sam-soft.ru/

http://unnaturalist.ru/index.php

http://www.nachalka.com/lit-kalendar

http://qsr888888888.mirtesen.ru/_/ohranazhivotnyih

http://pochemuchca.ru/

http://kidportal.ru/

http://pae-alina.narod.ru/

http://barbariki.ru/index.php

http://time4puzzle.com/puzzles.php

http://www.pe6yc.ru/index.php?razd=rebusi

http://www.classes.ru/all-russian/russian-dictionary-Ozhegov-term-7654.htm

http://znanija.com/archive/16-Russkii_yazyk/1-1_4

http://www.kind-land.ru/skazki/narodnie-skazki/russkie-skazki/skazka-pro-glupogo-zmeya-i-umnogo-soldata/

http://flashdozor.ru/rubric-102-1.html

 

Интернет-ресурсы для учащихся

www.egeteka.ru - ЕГЭтека

www.mirckazok.ru  — Мир сказок

www.murzilka.org - Журнал «Мурзилка»

www.solnet.ee - Детский портал «Солнышко» 

www.moreidey.ru - Море творческих идей для детей

www.deti-lit.ru - В гостях у Василисы (детская лит-ра)

www.dddgazeta.ru - Газета «Добрая Дорога Детства»

www.uznay-prezidenta.ru - Президент России – гражданам школьного возраста

www.spas-extreme.ru – Портал детской безопасности МЧС России «СПАСэкстрим»

 

image

imageЗДОРОВЬЕ - бесценный дар природы.


НА ЗАРЯДКУ СТАНОВИСЬ!

 Для поддержания своего здоровья ты должен постоянно заниматься физическими упражнениями. Зарядку необходимо делать 2 раза в день: утром и вечером. Утром после сна ты должен делать короткую зарядку. Вечером в 18.00 заниматься подольше. 

 

НА ЗАРЯДКУ СТАНОВИСЬ!

 

       А теперь предлагаю тебе игровую гимнастику. В эту гимнастику ты можешь играть с друзьями, с братишками-сестренками или даже с родителями.
          Каждое упражнение имеет свое интересное название. А ну-ка, попробуй!

"Сбор яблок"
Пройдись по комнате, иногда поднимайся на носки и тяни руки вверх, будто хочешь дотянуться и сорвать поспевшее яблоко с ветки дерева.

"Канат"
Встань прямо, ноги на ширине плеч. Поднимай руки вперед-вверх (вдох), "берись" за воображаемый канат и "тяни" его вниз, сгибая колени (выдох).

"Велосипед"
Надо лечь на спину, руки под голову. Делай движения ногами, как будто едешь на велосипеде.
"Пловец"
Перевернись на живот. Сгибай и разгибай руки, подражая движениям пловца.

"Качели"
Лежа на спине, подтяни колени к груди. Обхвати их руками и раскачивайся.
"Гусенок"

Пройдись вприсядку, поднимая перед собой согнутые в коленях ноги. Руки на поясе.

ЗДОРОВЬЕ-ЭТО ЗДОРОВО!

А знаешь ли ты ,как сохранить здоровье? Что значит быть здоровым?
Здоровье человека можно сравнить с солнышком, у которого много лучиков.
Эти лучики живут в каждой клеточке твоего организма.
 

 
 Вода - источник жизни!

Надо, надо умываться
По утрам и вечерам,
А нечистым Трубочистам
СТЫД и СРАМ!
 Сила укрепляет здоровье
человека!

Кто зарядкой занимается,
Тот здоровья набирается!
 Витаминная еда
для здоровья нам нужна!

Нужно правильно питаться,
Чтоб здоровым развиваться.		 Хорошее настроение
необходимо для здоровья!

Чаще, чаще улыбайся
И здоровым оставайся!
 
 

 

БУДЬ ЗДОРОВ БЕЗ ДОКТОРОВ!

 


БУДЬ ЗДОРОВ БЕЗ ДОКТОРОВ!

       А знаешь ли ты о том, что не все продукты полезны. Поэтому некоторые из них необходимо есть в маленьких количествах. А такие как молочные продукты и каши нужно есть много, - они помогают организму расти и переносить нагрузки в школе. Каждый день ты должен съедать тарелку каши и выпивать 2 стакана молока.
           Прочитай четверостишия про продукты и выбери те, которые ты считаешь правильными и полезными для здоровья.

Нет полезнее продуктов - вкусных овощей и фруктов.
И Сереже и Ирине всем полезны витамины.

Наша Люба булки ела и ужасно растолстела.
Хочет в гости к нам прийти, да в дверь не может проползти.

Если хочешь стройным быть, надо сладкое любить.
Ешь конфеты, жуй ирис, строен, стань как кипарис.

Чтобы правильно питаться, вы запомните совет:
Ешьте фрукты, кашу с маслом, рыбу, мед и виноград.
Ешь побольше апельсинов, пей морковный вкусный сок.
И тогда ты точно будешь очень строен и высок.



Если хочешь быть здоровым, правильно питайся,
Ешь побольше витаминов, с болезнями не знайся.



ПРАВИЛА БЕЗОПАСНОСТИ

Правила безопасного поведения

 

 

Портал детской безопасности МЧС России

 

Линия помощи «Дети Онлайн»


Памятки

кнопка красная Памятка юного пешехода pdf_8983  Word 2007 

кнопка красная Памятка юного пассажира pdf_8983 Word 2007  

кнопка красная Правила пожарной безопасности Правила пожарной безопасности

кнопка красная Менингит: как защитить себя и ребёнка Менингит

кнопка красная Памятка для родителей «Помогите детям запомнить правила пожарной безопасности» Памятка для родителей Помогите детям запомнить правила пожарной безопасности

 

Правила безопасного поведения в мультфильмах
 
 
     
     
     
     
     



Анализ дорожно-транспортных происшествий показывает, что совершенно недостаточно перед тем, как перейти улицу, посмотреть налево, а дойдя до середины дороги - направо. Слишком много непредвиденных ситуаций поджидает на дороге, и надо, чтобы ты в них хорошо ориентировался. Чем раньше, тем лучше. Предлагаю тебе семь правил. Усваивать каждое из них надо отдельно. Только когда ты научишься выполнять их совершенно осознанно, можно самостоятельно переходить улицу.

ПРАВИЛО ПЕРВОЕ
 

Выбери безопасное место для перехода. Если вблизи нет подземного перехода или перехода со светофором, выберите место, откуда тебе хорошо видно дорогу во всех направлениях. Не пытайся пробраться на дорогу между стоящими машинами. Важно, чтобы не только ты хорошо видел дорогу, но и чтобы тебя хорошо было видно любому водителю. Выбрав подходящее для перехода место, постой, осмотрись.

ПРАВИЛО ВТОРОЕ

Перед переходом обязательно остановись, прежде чем ступить на проезжую часть, и внимательно осмотри дорогу. стоять нужно у края тротуара, немного отступив от бордюра - так, чтобы видеть приближение машин. 

ПРАВИЛО ТРЕТЬЕ
Осмотрись и прислушайся. Из каждых из десяти пострадавших на дороге детей вовремя не заметили опасность. Надо смотреть на дорогу не "краешком глаза", а поворачивая голову вправо и влево. Учти, что машины темного цветы, велосипеды иногда плохо различимы на темном асфальте, особенно в пасмурную погоду или в сумерки. Но если ты будешь внимательным, "держать ушки на макушке", можно услышать приближение машины еще до того, как она станет видна. Нужно не только внимательно смотреть на дорогу, но и прислушиваться к ее шуму.

ПРАВИЛО ЧЕТВЕРТОЕ
Если приближается машина, пропусти ее, затем снова осмотрись и прислушайся, нет ли поблизости других автомобилей. Опасность подстерегает пешехода, решившего, что он успеет перейти дорогу, видя только самую близкую к себе машину и не замечая другую, скрытую за ней, которая может ехать быстрее. Эта ситуация - "ловушка", причина 8% дорожно-транспортных происшествий с детьми. Когда машина проедет, необходимо снова осмотреться. В первые секунды она может заслонить собой автомобиль, который едет ей навстречу. Не заметив его, можно попасть в еще одну "ловушку" (6% общего числа пострадавших на дороге детей).

ПРАВИЛО ПЯТОЕ
Не выходи на проезжую часть, пока не убедишься, что  у тебя достаточно времени для перехода. Только удостоверившись в полной безопасности, не спеша переходи улицу. Пересекай ее только под прямым углом. Важно, чтобы ты шел через дорогу размеренным шагом, а не перебегал ее. Только в этом случае у тебя будет возможность наблюдать за дорогой вовремя перехода.
ПРАВИЛО ШЕСТОЕ
Переходя улицу, продолжай наблюдение за дорогой, чтобы во время заметить изменение обстановки. Обстановка на дороге быстро меняется: стоявшие машины могут поехать, ехавшие прямо-повернуть; из переулка, из двора или из-за поворота могут вынырнуть новые машины.

ПРАВИЛО СЕДЬМОЕ
Если во время перехода вдруг возникло препятствие для обзора (например, остановилась из-за неисправности машина), осторожно выглянув из-за нее, осмотри остаток пути. При необходимости отступи назад. Вести себя нужно так, чтобы тебя хорошо видели проезжающие водители.

ПОМНИ! ДОРОГА - ЭТО НЕ ИГРУШКА!
 

Дорога к знаньям - трудный путь.

Ты, ученик мой, не забудь,

Что ты непризнанный, но гений!

Тебе подвластно все кругом,
Чуть-чуть труда, чуть-чуть терпенья - 
И все, что сможешь изучить,
Вдруг превратится в достиженья!


Отличник

 

http://otlichnyk.ru/



МАТЕМАТИКА И ИГРЫ

 

http://www.maths-and-games.com/index.php?lang=ru&id=1351


ГРАМОТА
Сказочные вопросы

кролик

 
Школьная фонохрестоматия
 
 
                                                       
 
                     
 
 

ТАБЛИЦА УМНОЖЕНИЯ и СЛОЖЕНИЯ
программа для изучения и проверки для детей

 

Учись, играя!

ОтличникСкачать программу «Отличник» v3.37 размер 1,26 Мб - тренажёр решения заданий по математике и русскому языку для учащихся начальных классов.

Знайка Скачать программу «Знайка» v1.1 размер 4,6 Мб - задания для учеников начальных классов. Выполнение заданий в программе не только развивает логическое мышление, но и помогает подготовиться к участию в школьных олимпиадах.

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Угадай-ка Скачать игру Угадай-ка размер 332 Кб - математическая игра. Нужно отгадать задуманное компьютером целое число (от 0 до 100) за наименьшее количество попыток.

Найди гласные Интерактивный тест «Найди гласные буквы» 

Сорви яблоки Игра «Сорви яблоки» (орфограмма-сочетания ЧА, ЩА, ЧУ, ЩУ) 

Гонки Игра «Гонки» (вставь букву)

Чистописание Игра «Чистописание».  Посмотри как правильно писать буквы! Потренируйся! Щелкни по букве, посмотри и напиши так же в тетради!

Состав чисел Тренажёр «Состав чисел первого десятка» 

Составь двузначные числа Игра «Составь двузначные числа» (тренажер)  

Таблица умножения и сложения  Таблица умножения и сложения — программа для изучения и проверки для детей.

Тренажер зрительной памяти Тренажёр зрительной памяти — программа для тренировки вашей зрительной памяти.

Тайны слова Тайны слова

Памятки

 

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0cc7d9db0051

mortarboard Школьные заповеди pdf_8983 

mortarboard Памятка для учеников pdf_8983 

mortarboard Правила поведения в школе в стихах pdf_8983 

mortarboard Мудрые советы родителей своим детям pdf_8983 

books

Русский язык

mortarboard Правила красивого письма pdf_8983 

mortarboard Вопросы и ответы по русскому языку pdf_8983 

mortarboard Памятка «Падежи имён существительных» (.jpg)

mortarboard Памятка «Склонение имён существительных» (.jpg)

mortarboard Памятка «Падежные окончания имён прилагательных»  (.jpg)

mortarboard Памятка «Фонетический разбор слова» pdf_8983 Word 2007

mortarboard Памятка «Порядок разбора слова по составу» pdf_8983 Word 2007

mortarboard Разбор слова по составу. Словарик школьника.О.Д.Ушакова pdf_8983 

mortarboard Памятка по выполнению работы над ошибками по русскому языку pdf_8983 

math

Математика

mortarboard Памятка «Алгоритм деления» pdf_8983 

mortarboard Вопросы и ответы по математике pdf_8983 

mortarboard Памятка «Скорость, время, расстояние» pdf_8983 Word 2007

mortarboard Памятка по выполнению работы над ошибками по математике pdf_8983 


Информатика для малышей

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смотреть

Разноцветная неделя_март 2012 годасмотреть 
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Поиграй!
 
 

 

  Список книг для внеклассного

чтения (на летние каникулы) 3 класс

3 класс

 

1) Андерсен  Г.Х. Сказки

 

2) Барто А. Дума, думай…

 

3) Бианки В. Повести и рассказы

 

4) Гераскина Л. В стране невыученных уроков

 

5) Голицын С.  Сорок изыскателей

 

6) Григорьев О. Говорящий ворон

 

7) Драгунский В. Денискины  рассказы

 

8) Емельянов Б. Рассказы о Гайдаре

 

9) Есенин С. Стихи

 

10) Заходер Б. Избранное

 

11) Коваль Ю. Капитан Клюквин

 

12) Коринец Ю. Там, вдали, за рекой

 

13) Куликов Г. Как я влиял на Севку

 

14) Мамин-Сибиряк Д. Рассказы и сказки

 

15) Маршак С. Сказки, песни, загадки

 

16) Маяковский В. Стихи для детей

 

17) Мориц Ю. Большой секрет для маленькой компании

 

18) Паустовский К. Золотой линь. Мещерская сторона

 

19) Перро Ш. Волшебные сказки

 

20) Пришвин М. Золотой луг

 

21) Сатир Г. Четыре конверта

 

22) Твен М. Приключения Тома Сойера

 

23) Толстой А. Детство Никиты

 

24) Успенский э. Дядя Федор, пёс и Кот. Школа клоунов. Все в порядке

 

25) Цыферов Г. Тайна запечного сверчка

 

 Читаем вместе

 

Эта страничка, для тех, кто любит читать.  Здесь я вам буду рекомендовать те книги, которые оставили след в моей душе еще в детстве. И сейчас, читая вместе с Вами, мои дорогие ученики, я возвращаюсь в свое счастливое детство. Надеюсь, что и у вы через много лет так же будете вспоминать эти истории  с интересом и теплотой.

 

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" />Чиполлино — мальчик — луковица из сказки итальянского писателя  Джанни Родари «Приключения Чиполлино». Все персонажи сказки —это фрукты и овощи: кум Тыква, сапожник Виноградинка, девочка Редиска, мальчик Вишенка и т. д. Чиполлино бесстрашный, храбрый и весёлый. Он помогает всем беднякам, которых обижают богачи — синьор Помидор, принц Лимон…

 

 

http://gtv.fmlkst.kz/wp-content/uploads/2014/04/2_..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);">2__upload_iblock_6c7_02cc3d57-65bb-11e0-8d89-88ae1ddd9576_02cc3d59-65bb-11e0-8d89-88ae1ddd9576http://gtv.fmlkst.kz/wp-content/uploads/2014/04/2_..." style="border: 4px solid rgb(227, 227, 227); margin: 5px; padding: 0px; float: left; max-width: 98%; height: auto;" width="200">Джанни Родари «Джельсомино в Стране Лжецов» .

Мальчик с именем Джельсомино обладает уникальным даром — его голос наделен волшебной силой, он настолько силен, что способен сокрушать стены! Однажды Джельсомино попадает в город, где, волею правителя абсолютно всем, включая животных, приказано говорить исключительно неправду. И теперь волшебному мальчику, вооружившись своим неземным даром, верными друзьями и кошкой-хромоножкой, предстоит сделать все возможное, чтобы, наконец, свергнуть жестокого правителя, который пытается разразить войну…

Электронную версию книги можно скачать http://modernlib.ru/books/rodari_dzhanni/dzhelsomi..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);" target="_blank">ЗДЕСЬ. 

Аудиокнигу можно прослушать http://deti-online.com/audioskazki/skazki-rodari-m..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);" target="_blank">ЗДЕСЬ

Так же вы сможете найти на любом видео портале замечательный фильм «Волшебный голос Джельсомино».

 

 

 

 

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" />Линдгрен Астрид «Пеппи Длинный чулок»

Юмористическая повесть известной шведской писательницы о чудесных путешествиях и забавных приключениях девочки по имени Пеппи Длинныйчулок, у которой было доброе сердце, щедрая душа и слишком горячая голова.

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" />Линдгрен Астрид - Приключения Эмиля из Леннеберги

Живет себе на хуторке Каттхульт один замечательный мальчик. На редкость самостоятельный и непоседливый. В мире столько всего интересного! И так хочется все попробовать. Вот и тянет юного Эмиля Свенссона на подвиги — то супницу на голову наденет, то решит показать сестренке окрестности, то отправится на солдатские учения. Мама пишет о его проделках в толстых синих тетрадях, и частенько же их приходится менять! В Швеции живет вихрастый мальчишка с голубыми глазами по имени Эмиль, который без конца попадает в различные переделки. То он залепляет тортом в лицо бургомистра, то попадает в черничный кисель, то вместе с петухом и поросенком объедается пьяными вишнями — и все это с самыми благими намерениями.http://royallib.ru/read/lindgren_astrid/priklyuche..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);">Читать книгу On-line

 

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" />А. Гайдар "Тимур и его команда".

Широко известная повесть о пионерах довоенных лет написана просто, увлекательно. Обыкновенные мальчишки и девчонки взяли на себя заботу о тех, чьи отцы, братья ушли на фронт. Движение, впоследствии названное тимуровским, началось со страниц повести А.Гайдара.http://royallib.ru/read/gaydar_arkadiy/timur_i_ego..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);">Читать книгу On-line

 

http://gtv.fmlkst.kz/wp-content/uploads/2014/04/c5..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);">c501aeed4bb868e70aee4ef4b14d839b_cphttp://gtv.fmlkst.kz/wp-content/uploads/2014/04/c5..." style="border: 4px solid rgb(227, 227, 227); margin: 5px; padding: 0px; float: left; max-width: 98%; height: auto;" width="168">Валентин Катаев "Сын полка"

Повесть  "Сын  полка"  вернет  тебя, 
юный  читатель,  к  трудным,   но
героическим событиям военных  лет,
о которых ты знаешь  лишь по  
учебникам и рассказам  старших.
 Она  поможет  тебе  увидеть эти  
события  как бы  своими
глазами.

http://gtv.fmlkst.kz/wp-content/uploads/2014/04/i.jpg" rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(175, 83, 23);">ihttp://gtv.fmlkst.kz/wp-content/uploads/2014/04/i.jpg" style="border: 4px solid rgb(227, 227, 227); margin: 5px; padding: 0px; float: left; max-width: 98%; height: auto;" width="107">Елена Ильина "Четвёртая высота» . Эта повесть о героине Великой Отечественной войны Гуле Королёвой, о её детстве, школьных годах, о том, как она побывала в Артеке, как снималась в фильмах, о её юности и трагической гибели на фронте.

http://gtv.fmlkst.kz/wp-content/uploads/2014/04/bd..." rel="nofollow" style="margin: 0px; padding: 0px; text-decoration: none; color: rgb(40, 167, 37);">bd89dd16c689e12fd3b84f61ce48fd8ehttp://gtv.fmlkst.kz/wp-content/uploads/2014/04/bd..." style="border: 4px solid rgb(227, 227, 227); margin: 5px; padding: 0px; float: left; max-width: 98%; height: auto;" width="163">Николай Носов "Витя Малеев в школе и дома".

Витя Малеев это мальчик,который ходит в школу .Он любит озорничать,хулиганить.Н.Н.Носов рассказывает о жизни Вити в школе и дома.

 

 

 

 

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