Question

Вертолет сделал посадку на расстоянии 75 км отвзлетной площадки пролетев 1/6 своего маршрута найди длину маршрута вертолета. сколько км ему осталось пролететь

Answer 1

1) 75*6=450 (км)-длина маршрута
2) 450-75=375 (км)-осталось пролететь вертолёту

Answer 2

Calculation of the Helicopter's Route Length

To find the length of the helicopter's route, we need to use the given information that the helicopter made a landing 75 km away from the takeoff site after flying 1/6 of its route.

Let's assume the total length of the helicopter's route is represented by R.

According to the given information, the helicopter landed after flying 1/6 of its route. This means it has covered 1/6 of the total route length, which can be represented as (1/6) * R.

The remaining distance the helicopter needs to fly can be calculated by subtracting the distance covered from the total route length: R - (1/6) * R.

Simplifying the equation, we have:

R - (1/6) * R = (5/6) * R

Therefore, the length of the helicopter's route is (5/6) * R.

Calculation of the Remaining Distance

To find the remaining distance the helicopter needs to fly, we can subtract the distance covered from the total route length.

The distance covered by the helicopter is (1/6) * R, as mentioned earlier.

Subtracting this distance from the total route length, we have:

(5/6) * R - (1/6) * R = (4/6) * R

Therefore, the remaining distance the helicopter needs to fly is (4/6) * R.

Now, let's calculate the values:

- Length of the helicopter's route: (5/6) * R - Remaining distance to be flown: (4/6) * R

Please note that the exact value of R cannot be determined without additional information.