Question

В лесу живут зайцы, волки и лоси. Зайцев больше 23%, волков не меньше 22%, а лосей не меньше 54%. Какое наименьшее количество животных может жить в таком лесу? Срочно

Answer 1

Минимально волков 22%, лосей 54%.
Если их всего 50, то волков 0,22*50 = 11, а лосей 0,54*50 = 27.
Тогда зайцев 50 - 11 - 27 = 12, это 24% > 23%
Ответ: 50

Answer 2

Minimum Number of Animals in the Forest

To determine the minimum number of animals that can live in the forest, we need to consider the given percentages of rabbits, wolves, and moose.

According to the information provided, rabbits make up more than 23% of the animals in the forest, wolves make up at least 22%, and moose make up at least 54%.

Let's assume that there are a total of 100 animals in the forest. Based on the given percentages, we can calculate the minimum number of each animal as follows:

- Rabbits: At least 23% of 100 animals, which is 23 rabbits. - Wolves: At least 22% of 100 animals, which is 22 wolves. - Moose: At least 54% of 100 animals, which is 54 moose.

Therefore, the minimum number of animals that can live in such a forest is 23 rabbits, 22 wolves, and 54 moose.

Please note that the actual number of animals in the forest may be higher than the minimum calculated here, as the given percentages represent the minimum requirements for each species.

I hope this answers your question! Let me know if you need any further clarification.