Question

утром винни-пух весил 30 кг за 3 дня он так многое А что потолстела на половину своего утреннего веса за ночь похудела на треть от вечернего веса. Сколько килограммов весил винни-пух на следующее утро

Answer 1

30+15=45
15-5=10
30+10=40

Answer 2

Давайте разберемся в этой задаче по шагам. Утром Винни-Пух весил 30 кг. Затем произошли следующие изменения в его весе:

1. Он потолстел на половину своего утреннего веса, то есть на 30 кг / 2 = 15 кг. Теперь его вес составляет 30 кг + 15 кг = 45 кг.

2. Затем он похудел на треть от своего вечернего веса. Его вечерний вес составлял 45 кг, и треть от него составляет 45 кг / 3 = 15 кг.

Таким образом, на следующее утро Винни-Пух весил 45 кг - 15 кг = 30 кг.

Итак, на следующее утро Винни-Пух весил 30 кг.

Answer 3

This is a mathematical problem that requires some calculations. According to the question, Winnie-the-Pooh weighed 30 kg in the morning and gained half of his morning weight in three days. Then he lost a third of his evening weight overnight. The question is how much he weighed the next morning.

To solve this problem, we need to find out how much he weighed in the evening of the third day and then subtract a third of that from his morning weight. We can use the following formula:

Evening weight = Morning weight + Half of morning weight

Evening weight = 30 + 0.5 * 30

Evening weight = 45 kg

Next morning weight = Evening weight - A third of evening weight

Next morning weight = 45 - 0.33 * 45

Next morning weight = 30 kg

Therefore, Winnie-the-Pooh weighed 30 kg the next morning, which is the same as his original morning weight. He did not change his weight at all after three days of eating and one night of losing weight.

I hope this answer helps you understand the problem and the solution. If you want to learn more about Winnie-the-Pooh, you can check out some of the web search results I found for you . Have a nice day!