Question

2 самолёта летели со средней скоростью одинаковой. Один самолёт в воздухе был 3 часа другой 5 часов и пролетел на 1 600 км больше чем первый. Поставь вопрос и реши задачу.

Answer 1

Вопрос - сколько км пролетел каждый из самолетов?

1) 5-3 = 2 часа - пролетел больше 2-й самолет
2) 1600/2 = 800 км/ч средняя скорость самолетов
3) 800*3 = 2400 км пролетел первый самолет
4) 800*5 = 4000 км пролетел второй самолет 

Answer 2

Task:

We have two airplanes flying at the same average speed. One plane was in the air for 3 hours, and the other for 5 hours. The second plane flew 1,600 km farther than the first. What is the speed of each plane?

Solution:

Let's denote the speed of the planes as x (in km/h). We can use the formula: speed = distance / time.

For the first plane: - Speed of the first plane = x - Distance traveled by the first plane = 3x (since speed * time = distance)

For the second plane: - Speed of the second plane = x - Distance traveled by the second plane = 5x

According to the given information, the second plane flew 1,600 km farther than the first. This can be expressed as an equation: 5x = 3x + 1600

Let's solve for x: 5x - 3x = 1600 2x = 1600 x = 800

Answer:

The speed of each plane is 800 km/h.