Номер 1, страница 40 - гдз по математике 4 класс тетрадь учебных достижений Волкова

Математика, 4 класс Тетрадь учебных достижений, автор: Волкова Светлана Ивановна, издательство Просвещение, Москва, 2023, белого цвета

Авторы: Волкова С. И.

Тип: Тетрадь учебных достижений

Серия: Школа России

Издательство: Просвещение

Год издания: 2023 - 2026

Цвет обложки: белый, голубой, салатовый

ISBN: 978-5-09-100123-5

Числа, которые больше 1 000. Умножение и деление (продолжение). Работа 4. Деление на двузначное и трёхзначное число. Вариант 2 - номер 1, страница 40.

App\Models\Task {#1030 // resources/views/models/task/default.blade.php
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                    "field_description_bottom" => "<!--text2--> <p> Математика – один из основных предметов, которые дети изучают в школе. Она не всем дается легко, тем более что с каждым классом программа по точной дисциплине становится сложнее. Из-за этого подготовка к урокам отнимает все больше времени. Чтобы школьнику не приходилось до ночи сидеть над книжками, стоит воспользоваться <strong>ГДЗ к тетради учебных достижений по математике 4 класс Волкова</strong>. Этот онлайн-ресурс содержит правильные ответы, он пригодится школьникам и родителям при оценке правильности решения задач и упражнений. </p> <h2> Структура решебника Волковой </h2> <p> Решебник содержит правильные ответы ко всем вопросам и заданиям из тетради учебных достижений. Они развернутые и понятные. Ознакомившись с таким пояснением, школьник сможет улучшить свои знания по предмету, потренироваться в решении заданий. Материал структурирован по страницам, поэтому на поиск ответов не нужно тратить много времени. К задачам прилагаются схемы, рисунки, решение по действиям. Деление и умножение в столбик расписано по клеточкам с правильной формой записи. </p> <h2> ГДЗ в помощь ученикам </h2> <p> Онлайн-ресурс доступен с любого устройства: ПК, ноутбука, смартфона. Он ориентирован на учеников, чтобы дети смогли: </p> <ul> <li>подготовиться к занятиям по математике;</li> <li>повторить, дополнительно поработать над темой;</li> <li>самостоятельно пройти пропущенный материал;</li> <li>подготовиться к олимпиадам, конкурсам.</li> </ul> <p> В тетради учебных достижений приведены задания для самопроверки. Выполняя их, проверяя правильность ответов по ГДЗ, школьник улучшает знания по точной дисциплине, при наличии ошибок исправляет их. Это позволяет повысить успеваемость по предмету. </p> <p> Работа с решебником – это не бездумное списывание правильных ответов, словно со шпаргалки. Сначала школьник старается самостоятельно сделать упражнения, а потом сверяет результат с решебником. Такой подход приучает ребенка к самопроверке, самоконтролю. ГДЗ помогает обнаружить ошибки, в т.ч. допущенные по невнимательности, исправить их. Лучше это сделать дома, тогда оценки по предмету будут выше. С таким пособием можно заниматься самостоятельно, прорабатывать все номера, а не только те, которые задает учитель. Это возможность закрепить тему, потренироваться в решении задач определенного типа, лучше разобраться в действиях деления и умножения, геометрических фигурах. Проверочные работы из тетради достижений – отличная тренировка перед контрольной работой в классе. </p> <h2> Выручалка для родителей </h2> <p> Задания по математике для 4 класса несложные, но родители не всегда помнят правильный алгоритм, понятный для детей младших классов. К тому же школьнику нужно грамотно записать решение, составить рисунок к задаче. Чтобы освежить знания по математике, помочь ребенку сделать уроки, проконтролировать выполнение домашней работы, родителям необходим <strong>решебник к тетради учебных достижений по математике 4 класс Волкова</strong>. Онлайн-ресурс доступен 24/7, с ребенком можно заниматься самостоятельно, в т.ч. на каникулах. Благодаря пособию, родителям не нужно тратить средства на репетиторов, пока программа по математике еще несложная. </p> <h2> Подсказка для учителей </h2> <p> Онлайн-ресурс содержит правильные ответы к задачам, упражнениям, контрольным работам. Для учителей решебник хорош тем, что помогает быстро проверить работы учеников. Преподавателю не нужно решать по два варианта каждой самостоятельной работы, достаточно сверить правильность ответов. </p>"
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            "text" => "<p><strong>1.</strong> Выполни деление.</p><p>1) $5180 \vert 74 \underline{\quad}$</p><p>2) $34290 \vert 135 \underline{\quad}$</p>"
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            "text" => "<p><strong>1)</strong></p><p>В данном примере, вероятнее всего, допущена опечатка в записи, и необходимо разделить число $518074$ на $74$. Выполним деление в столбик.<br>1. Находим первое неполное делимое. $5$ и $51$ меньше $74$, поэтому первое неполное делимое — $518$. В частном будет $4$ цифры (по одной на каждое неполное делимое: $518$, $0$, $7$, $4$).<br>2. Делим $518$ на $74$. Пробуем $7$. $7 \times 74 = 518$. Вычитаем $518 - 518 = 0$. Первая цифра частного — $7$.<br>3. Сносим следующую цифру — $0$. $0$ разделить на $74$ будет $0$. Вторая цифра частного — $0$.<br>4. Сносим следующую цифру — $7$. $7$ разделить на $74$ будет $0$ с остатком $7$. Третья цифра частного — $0$.<br>5. К остатку $7$ сносим последнюю цифру — $4$. Получаем $74$. $74$ разделить на $74$ будет $1$. Четвертая цифра частного — $1$. Остаток $74 - 74 = 0$.<br>Деление выполнено без остатка.<br>Проверка: $7001 \times 74 = 518074$.<br>Ответ: $7001$.</p><p><strong>2)</strong></p><p>Выполним деление числа $342901$ на $35$ в столбик.<br>1. Находим первое неполное делимое. $3$ и $34$ меньше $35$, поэтому первое неполное делимое — $342$. В частном будет $4$ цифры.<br>2. Делим $342$ на $35$. Ближайшее произведение, не превышающее $342$, это $35 \times 9 = 315$. Вычитаем: $342 - 315 = 27$. Первая цифра частного — $9$.<br>3. К остатку $27$ сносим следующую цифру — $9$. Получаем $279$. Делим $279$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $279 - 245 = 34$. Вторая цифра частного — $7$.<br>4. К остатку $34$ сносим следующую цифру — $0$. Получаем $340$. Делим $340$ на $35$. Ближайшее произведение — $35 \times 9 = 315$. Вычитаем: $340 - 315 = 25$. Третья цифра частного — $9$.<br>5. К остатку $25$ сносим последнюю цифру — $1$. Получаем $251$. Делим $251$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $251 - 245 = 6$. Четвертая цифра частного — $7$.<br>Остаток от деления равен $6$.<br>Проверка: $9797 \times 35 + 6 = 342895 + 6 = 342901$.<br>Ответ: $9797$ (ост. $6$).</p>"
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            "text" => "<p><strong>1)</strong></p><p>В данном примере, вероятнее всего, допущена опечатка в записи, и необходимо разделить число $518074$ на $74$. Выполним деление в столбик.<br>1. Находим первое неполное делимое. $5$ и $51$ меньше $74$, поэтому первое неполное делимое — $518$. В частном будет $4$ цифры (по одной на каждое неполное делимое: $518$, $0$, $7$, $4$).<br>2. Делим $518$ на $74$. Пробуем $7$. $7 \times 74 = 518$. Вычитаем $518 - 518 = 0$. Первая цифра частного — $7$.<br>3. Сносим следующую цифру — $0$. $0$ разделить на $74$ будет $0$. Вторая цифра частного — $0$.<br>4. Сносим следующую цифру — $7$. $7$ разделить на $74$ будет $0$ с остатком $7$. Третья цифра частного — $0$.<br>5. К остатку $7$ сносим последнюю цифру — $4$. Получаем $74$. $74$ разделить на $74$ будет $1$. Четвертая цифра частного — $1$. Остаток $74 - 74 = 0$.<br>Деление выполнено без остатка.<br>Проверка: $7001 \times 74 = 518074$.<br>Ответ: $7001$.</p><p><strong>2)</strong></p><p>Выполним деление числа $342901$ на $35$ в столбик.<br>1. Находим первое неполное делимое. $3$ и $34$ меньше $35$, поэтому первое неполное делимое — $342$. В частном будет $4$ цифры.<br>2. Делим $342$ на $35$. Ближайшее произведение, не превышающее $342$, это $35 \times 9 = 315$. Вычитаем: $342 - 315 = 27$. Первая цифра частного — $9$.<br>3. К остатку $27$ сносим следующую цифру — $9$. Получаем $279$. Делим $279$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $279 - 245 = 34$. Вторая цифра частного — $7$.<br>4. К остатку $34$ сносим следующую цифру — $0$. Получаем $340$. Делим $340$ на $35$. Ближайшее произведение — $35 \times 9 = 315$. Вычитаем: $340 - 315 = 25$. Третья цифра частного — $9$.<br>5. К остатку $25$ сносим последнюю цифру — $1$. Получаем $251$. Делим $251$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $251 - 245 = 6$. Четвертая цифра частного — $7$.<br>Остаток от деления равен $6$.<br>Проверка: $9797 \times 35 + 6 = 342895 + 6 = 342901$.<br>Ответ: $9797$ (ост. $6$).</p>"
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№1 (с. 40)
Условие. №1 (с. 40)
скриншот условия
Математика, 4 класс Тетрадь учебных достижений, автор: Волкова Светлана Ивановна, издательство Просвещение, Москва, 2023, белого цвета, страница 40, номер 1, Условие

1. Выполни деление.

1) $5180 \vert 74 \underline{\quad}$

2) $34290 \vert 135 \underline{\quad}$

Решение. №1 (с. 40)
Математика, 4 класс Тетрадь учебных достижений, автор: Волкова Светлана Ивановна, издательство Просвещение, Москва, 2023, белого цвета, страница 40, номер 1, Решение
Математика, 4 класс Тетрадь учебных достижений, автор: Волкова Светлана Ивановна, издательство Просвещение, Москва, 2023, белого цвета, страница 40, номер 1, Решение (продолжение 2)
Решение 2. №1 (с. 40)

1)

В данном примере, вероятнее всего, допущена опечатка в записи, и необходимо разделить число $518074$ на $74$. Выполним деление в столбик.
1. Находим первое неполное делимое. $5$ и $51$ меньше $74$, поэтому первое неполное делимое — $518$. В частном будет $4$ цифры (по одной на каждое неполное делимое: $518$, $0$, $7$, $4$).
2. Делим $518$ на $74$. Пробуем $7$. $7 \times 74 = 518$. Вычитаем $518 - 518 = 0$. Первая цифра частного — $7$.
3. Сносим следующую цифру — $0$. $0$ разделить на $74$ будет $0$. Вторая цифра частного — $0$.
4. Сносим следующую цифру — $7$. $7$ разделить на $74$ будет $0$ с остатком $7$. Третья цифра частного — $0$.
5. К остатку $7$ сносим последнюю цифру — $4$. Получаем $74$. $74$ разделить на $74$ будет $1$. Четвертая цифра частного — $1$. Остаток $74 - 74 = 0$.
Деление выполнено без остатка.
Проверка: $7001 \times 74 = 518074$.
Ответ: $7001$.

2)

Выполним деление числа $342901$ на $35$ в столбик.
1. Находим первое неполное делимое. $3$ и $34$ меньше $35$, поэтому первое неполное делимое — $342$. В частном будет $4$ цифры.
2. Делим $342$ на $35$. Ближайшее произведение, не превышающее $342$, это $35 \times 9 = 315$. Вычитаем: $342 - 315 = 27$. Первая цифра частного — $9$.
3. К остатку $27$ сносим следующую цифру — $9$. Получаем $279$. Делим $279$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $279 - 245 = 34$. Вторая цифра частного — $7$.
4. К остатку $34$ сносим следующую цифру — $0$. Получаем $340$. Делим $340$ на $35$. Ближайшее произведение — $35 \times 9 = 315$. Вычитаем: $340 - 315 = 25$. Третья цифра частного — $9$.
5. К остатку $25$ сносим последнюю цифру — $1$. Получаем $251$. Делим $251$ на $35$. Ближайшее произведение — $35 \times 7 = 245$. Вычитаем: $251 - 245 = 6$. Четвертая цифра частного — $7$.
Остаток от деления равен $6$.
Проверка: $9797 \times 35 + 6 = 342895 + 6 = 342901$.
Ответ: $9797$ (ост. $6$).

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