Question

На одной пасеке было 47 ульев она другой 52 Улийа с первой пасеке собрали на 350 кг мёда меньше чем со второй сколько килограммов мёда собрали с каждой пасеке если считать что с каждого Уля получили одно и тоже количество мёда

Answer 1

1) 52-47=5(ул.)-меньше на первой пасеке;
2)350÷5=70(кг)-в одном улье;
3)47×70=3290(кг)-меда собрали на первой пасеке;
4)52×70=3640(кг)--меда собрали со второй пасеке

Answer 2

Problem Analysis

We are given two apiaries (or bee farms) with different numbers of beehives: 47 hives in the first apiary and 52 hives in the second apiary. The total amount of honey collected from the first apiary is 350 kg 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 kg and the amount of honey collected from the second apiary as y kg.

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

1. The total amount of honey collected from the first apiary is 350 kg less than the total amount of honey collected from the second apiary: x = y - 350 2. The number of hives in the first apiary is 47: x = 47h 3. The number of hives in the second apiary is 52: y = 52h To solve this system of equations, we can substitute equations 2 and 3 into equation 1:

47h = 52h - 350

Simplifying the equation:

5h = 350

Solving for h:

h = 350 / 5 = 70

Now, we can substitute the value of h back into equations 2 and 3 to find the values of x and y:

x = 47h = 47 * 70 = 3290 kg

y = 52h = 52 * 70 = 3640 kg

Therefore, the amount of honey collected from the first apiary is 3290 kg, and the amount of honey collected from the second apiary is 3640 kg.

Answer

The amount of honey collected from each apiary, assuming each hive produced the same amount of honey, is as follows: - The first apiary collected 3290 kg of honey. - The second apiary collected 3640 kg of honey.