When the plane flies between the two cities, it takes 4H to follow the wind and 5h to return against the wind. The speed of the plane in the still wind is 360km / h. calculate the wind speed and the distance between the two cities

When the plane flies between the two cities, it takes 4H to follow the wind and 5h to return against the wind. The speed of the plane in the still wind is 360km / h. calculate the wind speed and the distance between the two cities

Wind speed: 40km / h distance: 1600km
Let X be the wind speed
(360 + x) * 4 = (360-x) * 5: full distance
Just solve this equation. The answer is as above