Question

Три сестры нашли 47 грибов. Когда одна сестра отдала подруге 6 маслят , другая 2 подберёзовика, третья-3 белых гриба, то у каждой из них осталось равное количество грибов. Сколько грибов нашла каждая сестра?

Answer 1

6+2+3=11 грибов отдали сёстры
47-11=36 грибов осталось у сестёр
36÷3=12 у каждой осталось
12+6=18 было у 1 сестры
12+2=14 было у 2 сестры
12+3=15 было у 3 сестры

Answer 2

Решение: 47 - 6 - 2 - 3 = 36. 36 разделить на 3 = 12. Первая: 12 + 6 = 18, вторая 12+ 2 = 14. Третья 12 + 3 = 15.

Answer 3

Problem Analysis

Three sisters found a total of 47 mushrooms. After one sister gave 6 chanterelles to her friend, another sister took 2 boletus mushrooms, and the third sister took 3 white mushrooms, each sister had an equal number of mushrooms left. We need to determine how many mushrooms each sister found.

Solution

Let's assume that each sister found x mushrooms initially. After the distribution, each sister had x - 6 mushrooms left. The second sister had 2 boletus mushrooms, so we can write the equation: x - 6 - 2 = x. Similarly, the third sister had 3 white mushrooms, so we can write the equation: x - 6 - 3 = x.

Simplifying these equations, we get: - x - 8 = x - x - 9 = x

These equations have no solution because they lead to contradictions. Therefore, it is not possible for each sister to have an equal number of mushrooms left after the distribution.

Conclusion

Based on the given information, it is not possible to determine how many mushrooms each sister found. The distribution described in the problem leads to a contradiction, indicating that the initial assumption of each sister finding an equal number of mushrooms is not valid.