Question

Винни-Пух и Кенга в одно время вышли на тропинку между их домиками и направились друг к другу в гости.Через 2/3часа они встретились.Каково расстояние между их домиками,если Пух передвигался со скоростью 30 м мин,а Кенга-в 10 раз быстрее?

Answer 1

2/3 ч.=40 мин.

1) 30*10=300 (м/мин.) - скорость Кенги

2) 30+300=330 (м/мин.) - скорость сближения

3) 330*40=13200 (м)

13200 м=13 км 200 м

Ответ: расстояние между домиками Винни-Пуха и Кенги 13 километров 200 метров.

Answer 2

Calculating the Distance Between Winnie-the-Pooh and Kanga's Houses

To calculate the distance between Winnie-the-Pooh and Kanga's houses, we can use the formula:

distance = speed × time

Given: - Winnie-the-Pooh's speed = 30 m/min - Kanga's speed = 10 times faster than Winnie-the-Pooh, so Kanga's speed = 30 m/min × 10 = 300 m/min - They met after 2/3 hours, which is 40 minutes (since 2/3 of an hour is 40 minutes)

Using the formula, we can calculate the distance between their houses.

Calculation

Winnie-the-Pooh's distance = 30 m/min × 40 min = 1200 meters Kanga's distance = 300 m/min × 40 min = 12000 meters

Answer

The distance between their houses is the sum of the distances each of them traveled to meet each other. Therefore, the distance between their houses is 1200 meters + 12000 meters = 13200 meters.