Question

Винни и Пятачок вышли из своих домиков навстречу друг другу и встретились через 2ч 40мин . Винни может пройти всё расстояние между домиками за 8 ч. За сколько времени может пройти это расстояние Пятачок ? Пж помогите )))

Answer 1

8час=480мин
2ч40мин=160мин
480-160=320(мин) - пройдет расстояние Винни Пух, которое Пятачок прошел за 160мин
320:160=2 - в 2 раза скорость Пятачка больше, значит, весь путь, который пройдет Винни за 8час, Пятачок пройдет в 2 раза быстрее
8:2=4(часа)-за столько времени может пройти все расстояние Пятачок

Answer 2

JСкорость винни-пуха - х км\ч
скорость пятачка - у км ч
скорость сближения х+у км/ч
2 ч 40 мин = 160 мин
Значит расстояние между домами они прошли (х+у) *160
8 ч = 480 мин
И расстояние между домами он один пройдет за х*480
160х+160у=480х
160у=320х
у=2х
Значит скорость пятачка в два раза больше скорости винни-пуха
Значит расстояние между домиками он пройдет за 8/2=4 часа

Answer 3

Problem Analysis

We are given that Winnie and Piglet left their houses to meet each other and met after 2 hours and 40 minutes. It is also mentioned that Winnie can cover the entire distance between the houses in 8 hours. We need to determine how long it would take Piglet to cover the same distance.

Solution

Let's assume the distance between the houses is D.

We know that Winnie can cover the distance D in 8 hours. Therefore, Winnie's speed can be calculated as:

Speed of Winnie = Distance / Time = D / 8

We are also given that Winnie and Piglet met after 2 hours and 40 minutes, which is equivalent to 2.67 hours. Let's denote this time as T.

Since Winnie and Piglet met each other, it means that the total distance covered by both of them is equal to the distance between their houses, which is D.

Therefore, the distance covered by Winnie in T hours can be calculated as:

Distance covered by Winnie = Speed of Winnie * Time = (D / 8) * 2.67

Since the total distance covered by both Winnie and Piglet is D, we can calculate the distance covered by Piglet as:

Distance covered by Piglet = Total distance - Distance covered by Winnie = D - (D / 8) * 2.67

Now, we need to determine the time it would take for Piglet to cover this distance. Let's denote this time as P.

We can calculate the speed of Piglet using the formula:

Speed of Piglet = Distance / Time = (D - (D / 8) * 2.67) / P

Since the speed of Piglet is the same as the speed of Winnie, we can equate the two expressions for speed:

(D - (D / 8) * 2.67) / P = D / 8

Now, we can solve this equation to find the value of P.

Calculation

Let's calculate the value of P using the given information.

Substituting the values into the equation:

(D - (D / 8) * 2.67) / P = D / 8

Simplifying the equation:

(8D - 2.67D) / P = D / 8

(5.33D) / P = D / 8

Cross-multiplying:

5.33D * 8 = D * P

42.64D = D * P

Dividing both sides by D:

42.64 = P

Therefore, it would take Piglet approximately 42.64 hours to cover the distance between the houses.

Answer

Piglet can cover the distance between the houses in approximately 42.64 hours.

Please note that the above calculation assumes a constant speed for both Winnie and Piglet. It is also important to consider that this is a fictional scenario from the Winnie the Pooh stories, and the actual distance and speed may vary depending on the specific story or adaptation.