Question

У Винни-пуха хранилось несколько одинаковых горшков с медом. Ночью к нему в кладовую пришли дикие пчелы и опустошили 10 горшков, причем все съели одинаковое количество. После этого у нескольких пчел от обжорства заболел живот. Оставшиеся 7 пчел следующей ночью доели весь мед, но каждая пчела смогла съесть вдвое меньше, чем съела в предыдущую ночь. Сколько горшков меда было у Винни-Пуха изначально?

Answer 1

Ответ:13,5
Допустим: было 10 пчёл.3 заболели, 7пчел съели в двое меньше .
Решение: 7:2=3,5
10+3,5=13,5

Answer 2

Problem Analysis

In this problem, we are given that Winnie-the-Pooh had several identical pots of honey. Wild bees came to his pantry at night and emptied 10 pots of honey, with each bee eating the same amount. Some bees got sick from overeating, and the remaining 7 bees ate all the honey the next night, but each bee ate half as much as the previous night. We need to determine the initial number of pots of honey Winnie-the-Pooh had.

Solution

Let's assume that each bee ate x pots of honey on the first night. Since there were 10 pots of honey and each bee ate the same amount, we can write the equation:

10x = total amount of honey eaten on the first night

On the second night, each bee ate half as much as the previous night. So, each bee ate x/2 pots of honey. Since there were 7 bees remaining, we can write the equation:

7 * (x/2) = total amount of honey eaten on the second night

We know that the total amount of honey eaten on the second night is equal to the amount of honey remaining, which is 0. Therefore, we can set up the equation:

7 * (x/2) = 0

Simplifying this equation, we get:

7x/2 = 0

Multiplying both sides of the equation by 2/7, we get:

x = 0

This means that each bee ate 0 pots of honey on the first night. Since each bee ate the same amount, it implies that there were no pots of honey to begin with.

Therefore, the initial number of pots of honey Winnie-the-Pooh had was 0.

Answer

The initial number of pots of honey Winnie-the-Pooh had was 0.