Question

5-А класс собрал 45 ящиков яблок, а 5-Б - 55 таких самых ящиков. Сколько кг в одном ящике, если 5-Б собрал на 260 кг больше, чем 5-А? Сколько кг собрал каждый класс?

Answer 1

1)55-45=10 это разница
2)260:10=26кг

Answer 2

Problem Analysis

We are given that Class 5-A collected 45 boxes of apples, while Class 5-B collected 55 boxes of apples. We need to determine the weight of one box of apples and the total weight collected by each class. Additionally, we are told that Class 5-B collected 260 kg more than Class 5-A.

Solution

Let's assume the weight of one box of apples is x kg.

The total weight collected by Class 5-A is then given by: 45x kg.

The total weight collected by Class 5-B is given by: 55x kg.

According to the problem, Class 5-B collected 260 kg more than Class 5-A. Therefore, we can write the equation:

55x = 45x + 260

To solve this equation, we can subtract 45x from both sides:

55x - 45x = 260

Simplifying, we get:

10x = 260

Dividing both sides by 10, we find:

x = 26

Therefore, one box of apples weighs 26 kg.

To find the total weight collected by each class, we can substitute this value back into the equations:

For Class 5-A: 45 * 26 = 1170 kg

For Class 5-B: 55 * 26 = 1430 kg

Therefore, Class 5-A collected 1170 kg of apples, and Class 5-B collected 1430 kg of apples.

Answer

- The weight of one box of apples is 26 kg. - Class 5-A collected 1170 kg of apples. - Class 5-B collected 1430 kg of apples.