Question

За первый днеь турист прошёл половину всего маршрута, а за второй - 2/3 его оставшейся части. КАкую часть маршрута осталось пройти туристу за третий день ?

Answer 1

1 - (1/2 + 2/6) = 1 - (5/6) = 1/6

Answer 2

Значит, за первый день он прошёл половину, за второй - 2/3 половини, тоесть 2/3 умножить на 1/2 (половина пути), выходит: 2/6 = 1/3
за два дня он прошёл: 1/2 (за первый день) + 1/3 (за второй день) = 5/6.
осталось: 6/6 - 5/6 = 1/6

Answer 3

Solution:

Let's solve this step by step.

1. First Day: - The tourist covered half of the total route on the first day.

2. Second Day: - On the second day, the tourist covered 2/3 of the remaining route.

3. Third Day: - We need to find out what part of the route is left for the third day.

Calculation:

Let's assume the total route length as 'x'.

1. On the first day, the tourist covered half of the total route: x/2. 2. After the second day, the remaining route length is: x - (x/2) = x/2. 3. On the second day, the tourist covered 2/3 of the remaining route: (2/3) * (x/2) = x/3. 4. Therefore, the remaining route for the third day is: x/3.

So, the tourist has 1/3 of the total route left to cover on the third day.

I hope this helps! If you have any further questions, feel free to ask.