Question

Два автобуса вышли одновременно с конечных станций навстречу друг другу. Скорость одного автобуса 52 км/ч, а другого на 6 км/ч больше. Вычисли длину маршрута, если автобусы встретились через 4 часа

Answer 1

1)52*4=208 ( км)
2)52+6=58 ( км/ч ) 
3)58*4=232 (км)
4)208+232=440 (км)
ответ 440 км

Answer 2

Calculation of the Length of the Route

To calculate the length of the route, we need to determine the distance covered by each bus in 4 hours.

Let's assume that the speed of the first bus is 52 km/h and the speed of the second bus is 6 km/h faster than the first bus.

The formula to calculate distance is:

Distance = Speed × Time

For the first bus: Distance covered by the first bus = 52 km/h × 4 hours = 208 km

For the second bus: Distance covered by the second bus = (52 km/h + 6 km/h) × 4 hours = 58 km/h × 4 hours = 232 km

Therefore, the total length of the route is the sum of the distances covered by both buses:

Total length of the route = Distance covered by the first bus + Distance covered by the second bus = 208 km + 232 km = 440 km.

So, the length of the route is 440 km.