Question

Трём пподовцам овощей всего привезли 120 кг капусты. Когда первый продал 43 кг капусты,второй -56 кг ,а третий-18 кг,то капусты у прадовцов осталось поровну.сколько капусты было у первого продовца сначало?

Answer 1

120-56-43-18=3
3/3=1
43+1=44

Answer 2

Ответ прикреплен ниже

Answer 3

Problem Analysis

We are given that three vegetable vendors received a total of 120 kg of cabbage. The first vendor sold 43 kg, the second vendor sold 56 kg, and the third vendor sold 18 kg. After the sales, the remaining cabbage was divided equally among the vendors. We need to determine how much cabbage the first vendor had initially.

Solution

Let's assume that the first vendor initially had x kg of cabbage.

After the first vendor sold 43 kg, they would have x - 43 kg of cabbage remaining.

After the second vendor sold 56 kg, they would have x - 43 - 56 kg of cabbage remaining.

After the third vendor sold 18 kg, they would have x - 43 - 56 - 18 kg of cabbage remaining.

According to the problem, the remaining cabbage was divided equally among the vendors. Therefore, we can set up the following equation:

(x - 43 - 56 - 18) / 3 = 120 / 3

Simplifying the equation:

(x - 117) / 3 = 40

Multiplying both sides of the equation by 3:

x - 117 = 120

Adding 117 to both sides of the equation:

x = 120 + 117

Simplifying:

x = 237

Therefore, the first vendor initially had 237 kg of cabbage.

Answer

The first vendor initially had 237 kg of cabbage.