Question

Два автобуса одновременно отправились в путь из двух точек друг напротив друга. Скорость первого автобуса 35 км/ч, а второго - 62 км/ч. Какой путь проехал второй автобус, если первый автобус проехал на 108 км меньше, чем второй?

Answer 1

Пошаговое объяснение:

108/35=3,08

62*3,08=190,96

3,08+190,96=588,15

Answer 2

Calculating the Distance Traveled by the Second Bus

To calculate the distance traveled by the second bus, we can use the formula:

distance = speed × time

We know the speed of the second bus is 62 km/h. Let's assume the time taken by both buses is the same, denoted as t.

The distance traveled by the first bus is 108 km less than the distance traveled by the second bus. Therefore, the distance traveled by the first bus is distance_second - 108.

Using the formula, we can set up the equation:

35t = 62t - 108

Solving for t will give us the time taken by both buses. We can then calculate the distance traveled by the second bus using this time.

Calculation

Using the given speeds of the buses (35 km/h and 62 km/h), we can calculate the time taken by both buses and then find the distance traveled by the second bus.

35t = 62t - 108

Solving for t: 35t = 62t - 108 108 = 62t - 35t 108 = 27t t = 108 / 27 t = 4 hours

Now, we can calculate the distance traveled by the second bus: distance = speed × time distance = 62 km/h × 4 h distance = 248 km

So, the second bus traveled a distance of 248 km.