Номер 3, страница 9, часть 1 - гдз по математике 2 класс учебник Моро, Бантова

Математика, 2 класс Учебник, авторы: Моро Мария Игнатьевна, Бантова Мария Александровна, Бельтюкова Галина Васильевна, Волкова Светлана Ивановна, Степанова Светлана Вячеславовна, издательство Просвещение, Москва, 2023, белого цвета, часть 1

Авторы: Моро М. И., Бантова М. А., Бельтюкова Г. В., Волкова С. И., Степанова С. В.

Тип: Учебник

Серия: Школа России

Издательство: Просвещение

Год издания: 2023 - 2026

Часть: 1

Цвет обложки: белый, бирюзовый, голубой с избушкой (часть 1), с жирафом (часть 2)

ISBN: 978-5-09-102462-3

Допущено Министерством просвещения Российской Федерации

Часть 1. Числа от 1 до 100. Нумерация. Числа от 11 до 100 - номер 3, страница 9.

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                    "field_description_bottom" => "<!--text2--> <h2> Трудности с математикой устранит решебник </h2> <p> Не всем второклассникам нравится производить расчеты, чертить и узнавать параметры различных фигур. Тем не менее математика занимает важное место в системе образования. Более того, этот предмет играет огромную роль в жизни каждого человека. Поэтому ребятам необходимо постараться хорошо усвоить текущий материал, как бы сложно им не было. Чтобы учебный процесс проходил более гладко, стоит воспользоваться «<strong>ГДЗ по Математике 2 класс Учебник Моро, Бантова, Бельтюкова, Волкова (Просвещение)</strong>». </p> <p> В программу этого года входят следующие темы: </p> <ol> <li>Рубль. Копейка.</li> <li>Час. Минута.</li> <li>Порядок выполнения действий. Скобки.</li> <li>Числовые и буквенные выражения.</li> <li>Виды углов.</li> <li>Табличное умножение и деление, и т.д.</li> </ol> <p> Благодаря решебнику школьники могут лучше понять дисциплину, запомнить все нюансы решений задач и примеров, приобрести полноценные навыки, даже если они и не обладают математическим складом ума. Занятия с пособием не отнимут много времени, ведь авторы привели настолько подробную информацию, что разобраться с ней не составит особого труда. </p> <h2> ГДЗ к учебнику Моро полезны в учебе </h2> <p> Многие дети испытывают во втором классе трудности с освоением точной дисциплины, так как еще не научились толком воспринимать информацию, работать с ней. Некоторые ребята из-за этого упорно игнорируют все требования учителя, что приводит к образованию пробелов, недополучению важных знаний. С помощью <strong>решебника по Математике 2 класс к учебнику Моро</strong> ученики получают возможность детально разобрать все аспекты материала. </p> <p> Работая со справочником, школьники без проблем справятся с такими задачами как: </p> <ol> <li>проверить домашние задания на наличие ошибок;</li> <li>устранить все допущенные недочеты;</li> <li>потренироваться в решении номеров перед контрольной;</li> <li>понять суть каждой темы.</li> </ol> <p> Опытные методисты, которые составили этот сборник, предельно доступно изложили все сведения. Учащимся остается просто внимательно изучить их, чтобы хорошо запомнить. Приобретенные навыки непременно пригодятся второклассникам на всем протяжении учебы. Свободно оперируя своими знаниями, они смогут получить хорошие оценки по всем предстоящим контрольным, улучшить успеваемость по предмету в целом. </p> <h2> Что особенного в онлайн-сборнике? </h2> <p> Порой учителям приходится чуть ли не до хрипоты объяснять суть каждой темы, пока их подопечные вертятся, постоянно отвлекаются и порой просто безобразно ведут себя на уроках. Неудивительно, что у таких детей возникают трудности с выполнением домашних заданий, ведь всю полезную информацию они просто пропускают мимо ушей. Используя сборник ответов «<strong>Математика 2 класс Учебник Моро</strong>» можно быстро восполнить все упущения. </p> <p> Для того чтобы учащимся было проще понять текущую тематику, авторы разместили в издании: </p> <ul> <li>верные ответы и детальные варианты решений;</li> <li>подробные комментарии;</li> <li>ясные наглядные примеры;</li> <li>рисунки и чертежи.</li> </ul> <p> Пособие представлено в онлайн-формате, что весьма удобно для современных учащихся, ведь они привыкли черпать сведения из Интернета. Но все же стоит понимать, что решебник - это полноценное учебное пособие, т.е. заниматься с ним нужно правильно. Конечно, некоторые второклассники пытаются просто списывать готовые решения, чтобы не пришлось делать все самостоятельно. Но этим они только вредят себе. Самый лучший способ работы с ГДЗ - это применять его для самопроверки и выявления ошибок. Тщательное штудирование справочника позволит с легкостью освоить одну из самых сложных дисциплин в системе школьного образования. </p>"
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            "text" => "<div style="align-items:baseline;display:flex;justify-content:flex-start;"><div><span style="color:blue;"><strong>3. </strong></span></div><div style="align-items:baseline;display:flex;gap:5px;justify-content:flex-start;"><div>16</div><div style="border-radius:50%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>60 24</div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>42 <span class="long">2 дм</span></div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div><span class="long">12 см</span></div></div></div><div style="align-items:baseline;display:flex;gap:5px;justify-content:flex-start;"><div> 90</div><div style="border-radius:50%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>19 65</div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>56 <span class="long">7 дм</span></div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div><span class="long">70 см</span></div></div>"
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            "text" => "<div style="align-items:baseline;display:flex;justify-content:flex-start;"><div><span style="color:blue;"><strong>3. </strong></span></div><div style="align-items:baseline;display:flex;gap:5px;justify-content:flex-start;"><div>16</div><div style="border-radius:50%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>60 24</div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>42 <span class="long">2 дм</span></div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div><span class="long">12 см</span></div></div></div><div style="align-items:baseline;display:flex;gap:5px;justify-content:flex-start;"><div> 90</div><div style="border-radius:50%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>19 65</div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div>56 <span class="long">7 дм</span></div><div style="border-radius:100%;border:2.3px solid purple;height:15px;width:15px;"> </div><div><span class="long">70 см</span></div></div>"
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            "text" => "<p><strong>16 0 60</strong></p><p>Чтобы сравнить два двузначных числа, 16 и 60, нужно сравнить их разряды десятков. В числе 16 — 1 десяток, а в числе 60 — 6 десятков. Так как 1 десяток меньше 6 десятков, то и число 16 меньше числа 60.</p><p>Ответ: $16 &lt; 60$.</p><p><strong>90 0 19</strong></p><p>Сравниваем числа 90 и 19 по разряду десятков. В числе 90 — 9 десятков, а в числе 19 — 1 десяток. Поскольку $9 > 1$, то число 90 больше, чем 19.</p><p>Ответ: $90 > 19$.</p><p><strong>24 0 42</strong></p><p>Для сравнения чисел 24 и 42 снова посмотрим на разряд десятков. В числе 24 — 2 десятка, а в числе 42 — 4 десятка. Так как $2 &lt; 4$, то число 24 меньше числа 42.</p><p>Ответ: $24 &lt; 42$.</p><p><strong>65 0 56</strong></p><p>Сравним числа 65 и 56. В числе 65 — 6 десятков, а в числе 56 — 5 десятков. Поскольку $6 > 5$, то число 65 больше числа 56.</p><p>Ответ: $65 > 56$.</p><p><strong>2 дм 0 12 см</strong></p><p>Для сравнения величин, выраженных в разных единицах измерения, приведем их к одной. Мы знаем, что 1 дециметр (дм) равен 10 сантиметрам (см). Переведем 2 дм в сантиметры: $2 \text{ дм} = 2 \times 10 \text{ см} = 20 \text{ см}$. Теперь сравним полученное значение с 12 см. Так как $20 > 12$, то и $20 \text{ см} > 12 \text{ см}$.</p><p>Ответ: $2 \text{ дм} > 12 \text{ см}$.</p><p><strong>7 дм 0 70 см</strong></p><p>Переведем дециметры в сантиметры, используя соотношение $1 \text{ дм} = 10 \text{ см}$. $7 \text{ дм} = 7 \times 10 \text{ см} = 70 \text{ см}$. Теперь сравним полученное значение с 70 см. Величины оказались равны: $70 \text{ см} = 70 \text{ см}$.</p><p>Ответ: $7 \text{ дм} = 70 \text{ см}$.</p>"
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            "text" => "<p><strong>16 0 60</strong></p><p>Чтобы сравнить два двузначных числа, 16 и 60, нужно сравнить их разряды десятков. В числе 16 — 1 десяток, а в числе 60 — 6 десятков. Так как 1 десяток меньше 6 десятков, то и число 16 меньше числа 60.</p><p>Ответ: $16 &lt; 60$.</p><p><strong>90 0 19</strong></p><p>Сравниваем числа 90 и 19 по разряду десятков. В числе 90 — 9 десятков, а в числе 19 — 1 десяток. Поскольку $9 > 1$, то число 90 больше, чем 19.</p><p>Ответ: $90 > 19$.</p><p><strong>24 0 42</strong></p><p>Для сравнения чисел 24 и 42 снова посмотрим на разряд десятков. В числе 24 — 2 десятка, а в числе 42 — 4 десятка. Так как $2 &lt; 4$, то число 24 меньше числа 42.</p><p>Ответ: $24 &lt; 42$.</p><p><strong>65 0 56</strong></p><p>Сравним числа 65 и 56. В числе 65 — 6 десятков, а в числе 56 — 5 десятков. Поскольку $6 > 5$, то число 65 больше числа 56.</p><p>Ответ: $65 > 56$.</p><p><strong>2 дм 0 12 см</strong></p><p>Для сравнения величин, выраженных в разных единицах измерения, приведем их к одной. Мы знаем, что 1 дециметр (дм) равен 10 сантиметрам (см). Переведем 2 дм в сантиметры: $2 \text{ дм} = 2 \times 10 \text{ см} = 20 \text{ см}$. Теперь сравним полученное значение с 12 см. Так как $20 > 12$, то и $20 \text{ см} > 12 \text{ см}$.</p><p>Ответ: $2 \text{ дм} > 12 \text{ см}$.</p><p><strong>7 дм 0 70 см</strong></p><p>Переведем дециметры в сантиметры, используя соотношение $1 \text{ дм} = 10 \text{ см}$. $7 \text{ дм} = 7 \times 10 \text{ см} = 70 \text{ см}$. Теперь сравним полученное значение с 70 см. Величины оказались равны: $70 \text{ см} = 70 \text{ см}$.</p><p>Ответ: $7 \text{ дм} = 70 \text{ см}$.</p>"
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№3 (с. 9)
Условие. №3 (с. 9)
скриншот условия
Математика, 2 класс Учебник, авторы: Моро Мария Игнатьевна, Бантова Мария Александровна, Бельтюкова Галина Васильевна, Волкова Светлана Ивановна, Степанова Светлана Вячеславовна, издательство Просвещение, Москва, 2023, белого цвета, Часть 1, страница 9, номер 3, Условие
3.
16
60 24
42 2 дм
12 см
90
19 65
56 7 дм
70 см
Решение. №3 (с. 9)
К этому заданию есть видео
Математика, 2 класс Учебник, авторы: Моро Мария Игнатьевна, Бантова Мария Александровна, Бельтюкова Галина Васильевна, Волкова Светлана Ивановна, Степанова Светлана Вячеславовна, издательство Просвещение, Москва, 2023, белого цвета, Часть 1, страница 9, номер 3, Решение
Решение. №3 (с. 9)
Математика, 2 класс Учебник, авторы: Моро Мария Игнатьевна, Бантова Мария Александровна, Бельтюкова Галина Васильевна, Волкова Светлана Ивановна, Степанова Светлана Вячеславовна, издательство Просвещение, Москва, 2023, белого цвета, Часть 1, страница 9, номер 3, Решение
Решение 3. №3 (с. 9)

16 0 60

Чтобы сравнить два двузначных числа, 16 и 60, нужно сравнить их разряды десятков. В числе 16 — 1 десяток, а в числе 60 — 6 десятков. Так как 1 десяток меньше 6 десятков, то и число 16 меньше числа 60.

Ответ: $16 < 60$.

90 0 19

Сравниваем числа 90 и 19 по разряду десятков. В числе 90 — 9 десятков, а в числе 19 — 1 десяток. Поскольку $9 > 1$, то число 90 больше, чем 19.

Ответ: $90 > 19$.

24 0 42

Для сравнения чисел 24 и 42 снова посмотрим на разряд десятков. В числе 24 — 2 десятка, а в числе 42 — 4 десятка. Так как $2 < 4$, то число 24 меньше числа 42.

Ответ: $24 < 42$.

65 0 56

Сравним числа 65 и 56. В числе 65 — 6 десятков, а в числе 56 — 5 десятков. Поскольку $6 > 5$, то число 65 больше числа 56.

Ответ: $65 > 56$.

2 дм 0 12 см

Для сравнения величин, выраженных в разных единицах измерения, приведем их к одной. Мы знаем, что 1 дециметр (дм) равен 10 сантиметрам (см). Переведем 2 дм в сантиметры: $2 \text{ дм} = 2 \times 10 \text{ см} = 20 \text{ см}$. Теперь сравним полученное значение с 12 см. Так как $20 > 12$, то и $20 \text{ см} > 12 \text{ см}$.

Ответ: $2 \text{ дм} > 12 \text{ см}$.

7 дм 0 70 см

Переведем дециметры в сантиметры, используя соотношение $1 \text{ дм} = 10 \text{ см}$. $7 \text{ дм} = 7 \times 10 \text{ см} = 70 \text{ см}$. Теперь сравним полученное значение с 70 см. Величины оказались равны: $70 \text{ см} = 70 \text{ см}$.

Ответ: $7 \text{ дм} = 70 \text{ см}$.

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