Question

Борон мюнхаузен утверждал что однажды отправившись в путишествие он в первый день прошол 10\31 всего пути во второй день 9\10 того что прошол в первый день а остальной путь преодолел за третий день.Часть пути пройденного во второй день состовляет 18 км какова длина всего путь пройденново бароном Мюнхаузеном за все три дня путишествия и сколька километров он преодолел в первый день?

Answer 1

1) Примем весь путь за 1.
2) 10/31 * 9/10 = 9/31(ч) части прошел за второй день
3) 18 : 9/31 = 62(км) длина всего пути
4) 62 * 10/31 = 20(км) преодолел в первый день

Answer 2

Calculation of the Total Distance Traveled by Baron Munchausen

According to the information provided, Baron Munchausen claimed that he traveled a certain distance over the course of three days. On the first day, he covered 10/31 of the total distance. On the second day, he covered 9/10 of what he had covered on the first day. The remaining distance was covered on the third day. It is also mentioned that 18 km was covered on the second day.

To calculate the total distance traveled by Baron Munchausen over the three days, we can follow these steps:

1. Calculate the distance covered on the first day: - Let's assume the total distance traveled is represented by x. - According to the given information, Baron Munchausen covered 10/31 of the total distance on the first day. - Therefore, the distance covered on the first day is (10/31) * x.

2. Calculate the distance covered on the second day: - It is mentioned that the distance covered on the second day is 9/10 of what was covered on the first day. - Therefore, the distance covered on the second day is (9/10) * (10/31) * x.

3. Calculate the remaining distance covered on the third day: - The remaining distance is the difference between the total distance and the sum of the distances covered on the first and second days. - Therefore, the remaining distance is x - [(10/31) * x + (9/10) * (10/31) * x].

4. Calculate the total distance: - The total distance is the sum of the distances covered on all three days. - Therefore, the total distance is (10/31) * x + (9/10) * (10/31) * x + [x - (10/31) * x + (9/10) * (10/31) * x].

Let's calculate the total distance traveled by Baron Munchausen:

1. Calculate the distance covered on the first day: - Distance covered on the first day = (10/31) * x.

2. Calculate the distance covered on the second day: - Distance covered on the second day = (9/10) * (10/31) * x.

3. Calculate the remaining distance covered on the third day: - Remaining distance covered on the third day = x - [(10/31) * x + (9/10) * (10/31) * x].

4. Calculate the total distance: - Total distance traveled = (10/31) * x + (9/10) * (10/31) * x + [x - (10/31) * x + (9/10) * (10/31) * x].

Unfortunately, the specific values of x and the distances covered on each day are not provided in the question. Therefore, we cannot calculate the exact total distance traveled by Baron Munchausen or the distance covered on the first day.