Question

На одной пасеке было 47 ульев а на другой 52 улья с 1 по сети собрали на 350 килограмм меда меньше чем второй Сколько килограммов меда собрали с каждой пачке если считать что с каждого улья получили одно и тоже количество меда краткая запись

Answer 1

Краткая запись:
1-ая пасека = 47ульев
2-ая пасека = 52 улья
 Больше кг мёда: на 350кг    отсюда → к 52 улья
Собрали мёда с 1-ой пасеки = ?
Собрали мёда со 2-ой пасеки = ?
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Решение:
1) 52 - 47 = 5(ульев), с которых собрали данные 350кг мёда
2) 350 : 5 = 70(кг) мёда собирали с одного улья
3) 70 * 47 = 3290(кг) мёда собрали с 1-ой пасеки
4) 70 * 52 = 3640(кг)
Ответ: 3290кг собрали с 1-ой пасеки;
           3640кг мёда собрали со 2-ой пасеки.

Answer 2

Problem Analysis

We are given two apiaries, one with 47 hives and the other with 52 hives. The total amount of honey collected from the first apiary is 350 kilograms less than the total amount of honey collected from the second apiary. We need to determine how much honey was collected from each apiary, assuming that each hive produced the same amount of honey.

Solution

Let's denote the amount of honey collected from the first apiary as x kilograms and the amount of honey collected from the second apiary as y kilograms.

From the given information, we can set up the following equation:

y = x + 350 kilograms

Since each hive produced the same amount of honey, we can calculate the amount of honey produced by each hive by dividing the total amount of honey by the number of hives. Let's denote the amount of honey produced by each hive as h kilograms.

For the first apiary with 47 hives, the total amount of honey collected is 47h kilograms.

For the second apiary with 52 hives, the total amount of honey collected is 52h kilograms.

Using the equation y = x + 350, we can substitute the values of y and x with 52h and 47h respectively:

52h = 47h + 350

Simplifying the equation, we get:

5h = 350

Solving for h, we divide both sides of the equation by 5:

h = 70

Therefore, each hive produced 70 kilograms of honey.

To find the total amount of honey collected from each apiary, we multiply the amount of honey produced by each hive (h) by the number of hives.

For the first apiary with 47 hives:

Total honey collected = 47h = 47 * 70 = 3290 kilograms

For the second apiary with 52 hives:

Total honey collected = 52h = 52 * 70 = 3640 kilograms

Therefore, the first apiary collected 3290 kilograms of honey, and the second apiary collected 3640 kilograms of honey.

Answer

If we assume that each hive produced the same amount of honey, then the first apiary collected 3290 kilograms of honey, and the second apiary collected 3640 kilograms of honey.