Question

Мёд привезли в двух бочонках.В пераом бочонке было 8 кг меда.Когда из второго бочонка переложили в первый 6 кг, мёда в бочонках стало поровну. Сколькт мёда стало в каждом бочонке?

Answer 1

1 8 плюс 6 =14 кг - меда в 1 бочонке 2 если в первом бочонке 14 узнаем сколько было во 2 14 плюс 6 =20 кг-было во 2 бочонке перед тем как из него переложили 6 кг. Ответ 14

Answer 2

Calculating the Amount of Honey in Each Barrel

To solve this problem, we can use a simple algebraic equation. Let's denote the amount of honey in the first barrel as x and the amount of honey in the second barrel as y. We are given that the first barrel initially contained 8 kg of honey, so we have the equation:

x = 8

After transferring 6 kg of honey from the second barrel to the first, the amounts of honey in both barrels are equal. This gives us the equation:

x + 6 = y - 6

We can solve these equations to find the amounts of honey in each barrel.

Solving for the Amount of Honey in Each Barrel

Substituting the value of x from the first equation into the second equation, we get:

8 + 6 = y - 6

Solving for y:

y = 14 + 6

y = 20

So, after the transfer, the second barrel contains 20 kg of honey.

Substituting the value of y into the first equation, we get:

x = 8

So, after the transfer, the first barrel still contains 8 kg of honey.

Conclusion

After transferring 6 kg of honey from the second barrel to the first, the amount of honey in each barrel is: - 8 kg in the first barrel - 20 kg in the second barrel