Question

В трёх ящиках 110 кг яблок. В первом на 35 кг больше, чем во втором. Во втором на 15 кг больше, чем в третьем ящике. Сколько кг яблок в каждом ящике???

Answer 1

110-35-15=60
60:3=20(кг) 3 ящ.
20+35=55(кг) 1 ящ.
20+15=35(кг) 2 ящ.

Answer 2

Пусть во втором ящике x яблок, тогда в первом x+35, а в третьем x-15
x+x+35+x-15=110
3x=110-35+15
3x=90
x=30 яблок во втором ящике
30+35=65 яблок в первом
30-15=15 яблок в третьем

Answer 3

Problem Analysis

We are given three boxes containing a total of 110 kg of apples. The weight of the apples in the first box is 35 kg more than the weight in the second box, and the weight in the second box is 15 kg more than the weight in the third box. We need to determine the weight of the apples in each box.

Solution

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

According to the given information: - The weight of the apples in the second box is x + 15 kg. - The weight of the apples in the first box is (x + 15) + 35 kg.

The sum of the weights of the apples in all three boxes is 110 kg. Therefore, we can write the equation:

x + (x + 15) + ((x + 15) + 35) = 110

Simplifying the equation: 3x + 65 = 110

Subtracting 65 from both sides: 3x = 45

Dividing both sides by 3: x = 15

So, the weight of the apples in the third box is 15 kg.

Using this information, we can find the weights of the apples in the second and first boxes: - The weight of the apples in the second box is 15 + 15 = 30 kg. - The weight of the apples in the first box is 30 + 35 = 65 kg.

Therefore, the weights of the apples in each box are as follows: - First box: 65 kg - Second box: 30 kg - Third box: 15 kg

Answer

The weight of the apples in each box is as follows: - First box: 65 kg - Second box: 30 kg - Third box: 15 kg