Question

Поезд за 8ч прошёл 352км, апароход за 6ч - 132км.Во сколько раз скорость поезда больше скорости парохода

Answer 1

1) 352км:8ч=44км/ч поезд за часа 2)132км:6=22км/ч пароход за час 3)44км/ч:22км/ч=2 раза Ответ- скорость поехда больше в 2 раза

Answer 2

1)352:8=44(км/ч)-скорость поезда
2)132:6=22(км/ч)-скорость парохода
3)44:22=2(раза)скорость поезда больше чем скорость парохода

Answer 3

Calculation of Speed

To determine the ratio of the train's speed to the speed of the steamship, we need to calculate the speeds of both the train and the steamship.

Let's assume that the speed of the train is represented by x km/h, and the speed of the steamship is represented by y km/h.

According to the given information, the train traveled a distance of 352 km in 8 hours, and the steamship traveled a distance of 132 km in 6 hours.

Using the formula speed = distance / time, we can calculate the speeds of the train and the steamship.

For the train: - Distance = 352 km - Time = 8 hours - Speed of the train = 352 km / 8 hours = 44 km/h.

For the steamship: - Distance = 132 km - Time = 6 hours - Speed of the steamship = 132 km / 6 hours = 22 km/h.

Ratio of Speeds

To find the ratio of the train's speed to the speed of the steamship, we divide the speed of the train by the speed of the steamship.

Ratio = Speed of the train / Speed of the steamship = 44 km/h / 22 km/h = 2.

Therefore, the speed of the train is 2 times greater than the speed of the steamship.