Question

Найди скорость, если длина пути, данная в таблице, пройдена за 9 ч. Расстояние (Длина пути): 324 км, 486 км, 747 км, 792 км, s км. Скорость v км/ч:

Answer 1

324/9=36 км/ч
486/9=54 км/ч
747/9=83 км/ч
792/9=88 км/ч

Answer 2

Calculating Speed from Distance and Time

To find the speed when the distance covered is given in the table and the time taken is 9 hours, we can use the formula:

Speed (v) = Distance (s) / Time (t)

Given distances in the table: - 324 km - 486 km - 747 km - 792 km

Let's calculate the speed for each distance using the given time of 9 hours.

1. For the distance of 324 km: - Speed (v) = 324 km / 9 h - Speed (v) = 36 km/h

2. For the distance of 486 km: - Speed (v) = 486 km / 9 h - Speed (v) = 54 km/h

3. For the distance of 747 km: - Speed (v) = 747 km / 9 h - Speed (v) = 83 km/h

4. For the distance of 792 km: - Speed (v) = 792 km / 9 h - Speed (v) = 88 km/h

So, the speeds for the given distances when covered in 9 hours are: - 324 km: 36 km/h - 486 km: 54 km/h - 747 km: 83 km/h - 792 km: 88 km/h