Question

В 2 ящиках было поровну яблок. Когда из первого ящика взяли 11 кг яблок, а из второго 23 кг яблок, то в первом ящике осталось 7 раз больше килограмм яблок, чем во втором. Сколько килограмм яблок было в каждом ящике в начале? СРОЧНООО!!!​

Answer 1

Ответ:

x-11=(x-23)*7

x-11=7x-161

-6x=-150

6x=150

x=25

в начале в каждом ящике было 25 кг яблок.

Answer 2

Problem Analysis

We are given that there were an equal number of apples in two boxes. After taking 11 kg of apples from the first box and 23 kg of apples from the second box, the first box had 7 times more kilograms of apples than the second box. We need to determine the initial number of kilograms of apples in each box.

Solution

Let's assume that the initial number of kilograms of apples in each box is x.

According to the given information: - After taking 11 kg of apples from the first box, the first box had 7 times more kilograms of apples than the second box. - After taking 23 kg of apples from the second box, the first box had 7 times more kilograms of apples than the second box.

Based on this information, we can set up the following equations:

Equation 1: x - 11 = 7(x - 23) (The first box had 7 times more kilograms of apples than the second box after taking 11 kg from the first box and 23 kg from the second box)

Simplifying Equation 1: x - 11 = 7x - 161 -6x = -150 x = 25

Therefore, the initial number of kilograms of apples in each box was 25 kg.

Answer

The initial number of kilograms of apples in each box was 25 kg.