Question

№1 Из посёлка в город выехал мотоцеклист со скоростью 60 км/ч. В то же время ему на встречу выехал велосипедист со скоростью 15 км/ч. Они встретились через 2 часа.Кто был ближе до города когда они встретились мотециклист или велосеппидист? Какое расстояние от города до посёлка?ПОЖАЙЛУЙСТА ПЕРВЫЙ И ВТОРОЙ ВОПРОС ТОЖЕ СДЕЛАЙТЕ

Answer 1

За 2 часа мотоциклист проехал 60*2=120км, велосипедист проехал 15*2=30км => расстояние между поселком и городом 120+30=150км

они были на равном расстоянии от города, т.к. встретились и находились в одном месте

Answer 2

Who was closer to the city when they met, the motorcyclist or the cyclist?

To determine who was closer to the city when they met, we need to compare the distances traveled by the motorcyclist and the cyclist.

Let's calculate the distances traveled by each of them:

- The motorcyclist traveled at a speed of 60 km/h for 2 hours, so the distance traveled by the motorcyclist is 60 km/h * 2 h = 120 km.

- The cyclist traveled at a speed of 15 km/h for 2 hours, so the distance traveled by the cyclist is 15 km/h * 2 h = 30 km.

Therefore, when they met, the motorcyclist was closer to the city because they traveled a greater distance. The motorcyclist was approximately 120 km away from the city when they met.

What is the distance from the city to the village?

To calculate the distance from the city to the village, we need to consider the total distance traveled by both the motorcyclist and the cyclist.

- The motorcyclist traveled a distance of 120 km.

- The cyclist traveled a distance of 30 km.

To find the total distance from the city to the village, we can add these two distances together:

Total distance = 120 km + 30 km = 150 km

Therefore, the distance from the city to the village is approximately 150 km.

Please note that the above calculations are based on the given information and assume constant speeds throughout the entire journey.