Distance from Băicoi to Tokyo
Straight line
By road
Travel time
Direction
Open in the calculator (stops, directions, fuel cost) → Tokyo → Băicoi
How far is Băicoi from Tokyo?
Băicoi (Romania) and Tokyo (Japan) are very far apart: 8,871 km in a straight line, that is 5,512 miles or 4,790 nautical miles. The distance is measured over the Earth's surface (WGS84 ellipsoid) along the shortest possible path.
By road, Băicoi to Tokyo is 10,594 km (6,583 miles), about 143 h 1 min by car on the fastest route, without traffic or stops. The road is 19% longer than the straight line.
From Băicoi, Tokyo lies to the north-east (initial bearing 49°). The route crosses from Romania into Japan. The halfway point is at 57.1446°, 88.8573°.
A direct flight would take about 11 h 35 min (800 km/h cruise plus take-off and landing). The road distance and driving time are calculated on the map from OpenStreetMap roads.
Other distances from Băicoi
- Băicoi – Filipeștii de Pădure 9 km
- Băicoi – Câmpina 14 km
- Băicoi – Boldești-Scăeni 14 km
- Băicoi – Ploiești 16 km
- Băicoi – Moreni 17 km
- Băicoi – Bucov 20 km
- Băicoi – Vălenii de Munte 22 km
- Băicoi – Breaza 22 km
- Băicoi – Valea Călugărească 25 km
Other distances from Tokyo
- Tokyo – Kawasaki 19 km
- Tokyo – Yono 22 km
- Tokyo – Saitama 25 km
- Tokyo – Yokohama 29 km
- Tokyo – Nagoya 259 km
- Tokyo – Sendai 305 km
- Tokyo – Kyoto 365 km
- Tokyo – Osaka 396 km
- Tokyo – Kobe 424 km
Frequently asked questions
How far is Băicoi from Tokyo?
By road it is 10,594 km (6,583 miles) from Băicoi to Tokyo; in a straight line it is 8,871 km (5,512 miles).
How long is the drive from Băicoi to Tokyo?
About 143 h 1 min on the fastest route (10,594 km), without traffic or stops.
In which direction is Tokyo from Băicoi?
Tokyo is to the north-east of Băicoi, at an initial bearing of 49°.
How long is the flight from Băicoi to Tokyo?
A direct flight would take about 11 h 35 min at an average cruising speed of 800 km/h.
How is the distance calculated?
The straight-line distance is computed on the WGS84 ellipsoid with the Vincenty formula, accurate to the metre. The road distance comes from OpenStreetMap roads.