Question

У трьох бочках було 425 л соку і меду. Соку в двох бочках була однакова кількість літрів а меду----на 44 л більше.Скільки літрів меду було в бочці

Answer 1

1) 425-44=381 (л) - было бы в 3-х бочках, если бы в них было поровну
2) 381:3=127 (л) - было бы поровну в каждой бочке
3) 127+44=171 (л) - было в бочке с медом

Answer 2

Calculation of Honey in the Barrel

To find out how many liters of honey were in the barrel, we can set up a system of equations based on the given information.

Let's assume that the amount of juice in each of the two barrels is x liters. According to the problem, the amount of honey in one of the barrels is 44 liters more than the amount of juice. Therefore, the amount of honey in that barrel would be (x + 44) liters.

We know that the total amount of juice and honey in the three barrels is 425 liters. So we can set up the following equation:

x + x + (x + 44) = 425

Simplifying the equation, we get:

3x + 44 = 425

Subtracting 44 from both sides, we have:

3x = 381

Dividing both sides by 3, we find:

x = 127

Therefore, the amount of juice in each of the two barrels is 127 liters. And the amount of honey in the third barrel, which is 44 liters more than the amount of juice, would be:

127 + 44 = 171 liters.

So, there were 171 liters of honey in the barrel.