Question

Самолёт пролетел за первые 2 ч пути 1700 км на оставшийся путь ему потребовалось при той же скорости на 3 ч больше сколько всего километров пролетел самолёт?

Answer 1

1)1700:2=850 км|ч - скорость самолёта 2)850•5=4250км-остаток пути
3)1700+4250=5950км - пролетел всего

Answer 2

Calculation of the Total Distance Traveled by the Plane

To calculate the total distance traveled by the plane, we need to consider that the plane flew 1700 km in the first 2 hours and then took an additional 3 hours to cover the remaining distance at the same speed.

Let's break down the calculation step by step:

1. Distance covered in the first 2 hours: 1700 km. 2. Time taken to cover the remaining distance: 3 hours. 3. Speed of the plane: constant throughout the journey (as mentioned in the question). 4. Distance covered in the remaining 3 hours: unknown.

To find the distance covered in the remaining 3 hours, we can use the formula:

Distance = Speed x Time

Since the speed of the plane remains constant, we can assume that the speed during the first 2 hours is the same as the speed during the remaining 3 hours.

Let's denote the speed of the plane as S and the distance covered in the remaining 3 hours as D.

Using the formula, we have:

1700 km = S x 2 hours (for the first 2 hours)

D = S x 3 hours (for the remaining 3 hours)

Since the speed remains constant, we can equate the two equations:

1700 km = D

Therefore, the distance covered in the remaining 3 hours is also 1700 km.

To find the total distance traveled by the plane, we add the distance covered in the first 2 hours to the distance covered in the remaining 3 hours:

Total distance = 1700 km + 1700 km = 3400 km

So, the plane traveled a total distance of 3400 km.

Please note that the calculation assumes a constant speed throughout the journey and does not take into account any other factors that may affect the actual distance traveled by the plane.