Question

Пять победителей конкурса (Кто громче крикнет) получили в награду по одинаковому количеству орехов.Трое из них сразу съели по 5 орехов и увидели, что у них вместе осталось столько орехов, сколько было выдано двум другим. Сколько всего орехов было выдано всем пятерым?

Answer 1

Пусть количество орехов, выданных одному -x
3x-15=2x
3x-2x=15
x=15
15*5=65орехов было выдано всем пятерым

Answer 2

Calculation of the Total Number of Nuts Distributed

To calculate the total number of nuts distributed to the five winners of the contest, we can use the information provided in the question.

According to the question, three of the winners immediately ate 5 nuts each and noticed that the remaining nuts were equal to the number of nuts given to the other two winners.

Let's assume that the total number of nuts distributed is represented by the variable x.

The three winners who ate 5 nuts each would have consumed a total of 3 * 5 = 15 nuts.

The remaining nuts would be equal to the number of nuts given to the other two winners, which is 15 nuts.

So, we can set up the following equation:

15 + 15 = x

Simplifying the equation, we find:

30 = x

Therefore, the total number of nuts distributed to all five winners is 30.

Please note that the sources provided did not contain specific information related to this question. The answer is based solely on the information provided in the question.