Question

Помогите решить задачу в одном ящике в 4 раза меньше картофеля чем во втором.После того как в первый ящик насыпали 35 кг, со второго взяли 10 кг, то в обоих стало поровну. Сколько картофеля было в каждом ящике первоночально.

Answer 1

Х кг картофеля в 1м ящике
4х - картофеля во втором
х+35=4х-10
3х=45
х=45/3
х=15 кг картофеля в 1м ящике было первоначально
15*4=60 кг картофеля было во 2м ящике

Answer 2

Problem Analysis

The problem states that there is four times less potatoes in the first box than in the second. After 35 kg of potatoes were poured into the first box and 10 kg were taken from the second box, the amount of potatoes in both boxes became equal. We need to find out how much potatoes were initially in each box.

Solution

Let's denote the amount of potatoes in the first box as x kg and in the second box as 4x kg.

According to the problem, after 35 kg were poured into the first box and 10 kg were taken from the second box, the amount of potatoes in both boxes became equal. This can be represented by the equation: x + 35 = 4x - 10

Solving the Equation

Let's solve the equation to find the value of x.

x + 35 = 4x - 10 35 + 10 = 4x - x 45 = 3x x = 15

Answer

So, the initial amount of potatoes in the first box was 15 kg, and in the second box, it was 4 * 15 = 60 kg.

Therefore, initially, there were 15 kg of potatoes in the first box and 60 kg in the second box.