Question

В одном мешке 55 кг,а во втором 63 кг сахара.Из второго мешка взяли в 3 раза больше сахара ,чем из первого. После этого во втором мешке стало на 6 кг сахара меньше,чем во втором.Сколько килограммов сахара взяли из каждого мешка?

Answer 1

Х кг сахара взяли из первого мешка.
3Х кг взяли из второго мешка
55-Х + 6 = 63 - 3х
2х =63-55 =8
Х=8/2=4 кг сахара взяли из первого мешка
3*4 =12 сахара взяли из второго мешка

Answer 2

Problem Analysis

We have two bags of sugar, with one bag weighing 55 kg and the other bag weighing 63 kg. We know that three times more sugar was taken from the second bag than from the first bag. After taking the sugar, the second bag ended up with 6 kg less sugar than the first bag. We need to determine how much sugar was taken from each bag.

Solution

Let's assume that x kg of sugar was taken from the first bag. Since three times more sugar was taken from the second bag, 3x kg of sugar was taken from the second bag.

After taking the sugar, the second bag ended up with 6 kg less sugar than the first bag. This means that the second bag had (63 - 6) kg of sugar left, while the first bag had x kg of sugar left.

To solve this problem, we can set up the following equation:

x + 3x = (63 - 6)

Simplifying the equation:

4x = 57

Dividing both sides of the equation by 4:

x = 14.25

Therefore, 14.25 kg of sugar was taken from the first bag, and 3 * 14.25 = 42.75 kg of sugar was taken from the second bag.

Answer

From the first bag, 14.25 kg of sugar was taken, and from the second bag, 42.75 kg of sugar was taken.