
Вариант 7 1. Из двух городов в одном направлении одновременно выехали два поезда: скорый и
пассажирский. Скорость скорого поезда 75 км/ч, а скорость пассажирского составляет 3/5от скорости Скорого поезда. Какое расстояние будет между ними через 8 часов?

Ответы на вопрос

Ответ:
1)75:5*3=45(км/ч)-V2
2) 75+45=120(км/ч)Vсбл.
S=V*t
3) 120*8= 960(км)
Ответ: Sчерез 8 ч=960км



Problem Analysis
We are given that two trains, a fast train and a passenger train, start from two different cities in the same direction at the same time. The speed of the fast train is 75 km/h, and the speed of the passenger train is 3/5 of the speed of the fast train. We need to find the distance between the two trains after 8 hours.Calculation
To find the distance between the two trains after 8 hours, we need to calculate the distance traveled by each train.Let's start by calculating the distance traveled by the fast train. The formula to calculate distance is:
Distance = Speed × Time
For the fast train: - Speed = 75 km/h - Time = 8 hours
Substituting the values into the formula, we get:
Distance of fast train = 75 km/h × 8 hours
Next, let's calculate the distance traveled by the passenger train. We are given that the speed of the passenger train is 3/5 of the speed of the fast train. So the speed of the passenger train is:
Speed of passenger train = (3/5) × 75 km/h
Now, we can calculate the distance traveled by the passenger train using the same formula:
Distance of passenger train = (3/5) × 75 km/h × 8 hours
Finally, to find the distance between the two trains, we subtract the distance traveled by the passenger train from the distance traveled by the fast train:
Distance between the two trains = Distance of fast train - Distance of passenger train
Let's calculate the values:
Distance of fast train = 75 km/h × 8 hours = 600 km
Distance of passenger train = (3/5) × 75 km/h × 8 hours = 360 km
Distance between the two trains = 600 km - 360 km = 240 km
Answer
The distance between the two trains after 8 hours is 240 km.

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