Question

C двух концов города одновременно отправились навстречу друг другу два трамвая.Один трамвай ехал со скоростью 36км\ч ,а другой-32км\ч.Встретились они через два часа.Какое расстояние проехали трамваи

Answer 1

Первый трамвай проехал до встречи:
                                               S₁ = v₁t = 36 * 2 = 72 (км)
Второй трамвай проехал до встречи:
                                               S₂ = v₂t = 32 * 2 = 64 (км)
Общее расстояние, которое проехали два трамвая:
                                               S = S₁ + S₂ = 72 + 64 = 136 (км)

Ответ: 72 км; 64 км: 136 км.

Answer 2

1) 36+32=68 (км/ч) - общая скорость трамваев.
2) 68*2=136 (км) - расстояние.
Ответ: 136 км проехали трамваи до встречи.

Answer 3

Problem Analysis

We have two trams traveling towards each other from opposite ends of the city. The first tram is traveling at a speed of 36 km/h, while the second tram is traveling at a speed of 32 km/h. They meet each other after two hours. We need to find the distance traveled by the trams.

Solution

To find the distance traveled by the trams, we can use the formula:

Distance = Speed × Time

Let's calculate the distance traveled by each tram and then add them together to get the total distance.

1. Distance traveled by the first tram: - Speed of the first tram = 36 km/h - Time taken = 2 hours - Distance = Speed × Time = 36 km/h × 2 hours = 72 km

2. Distance traveled by the second tram: - Speed of the second tram = 32 km/h - Time taken = 2 hours - Distance = Speed × Time = 32 km/h × 2 hours = 64 km

3. Total distance traveled by both trams: - Total distance = Distance of first tram + Distance of second tram = 72 km + 64 km = 136 km

Therefore, the trams traveled a total distance of 136 km.

Conclusion

The trams traveled a total distance of 136 km.