Bengaluru to Amsterdam Distance
7,698 km · 4,783 miles · 10 h 7 min flight
The distance from Bengaluru to Amsterdam is 7,698 km (4,783 miles) in a straight line. A direct flight takes about 10 h 7 min. Amsterdam is 3 hours 30 minutes behind Bengaluru.
Bengaluru
India
Amsterdam
Netherlands
- Kilometres
- 7,698
- great-circle distance
- Miles
- 4,783
- 4,156 nautical miles
- Flight time
- 10 h 7 min
- non-stop, estimated
- Time difference
- −3 hours 30 minutes
- Amsterdam vs Bengaluru
Direction and halfway point
| Direction from Bengaluru | Northwest (321°) |
|---|---|
| Direction back from Amsterdam | East (96°) |
| Halfway point | 38.14° N, 50.83° E |
| Bengaluru coordinates | 12.97° N, 77.59° E |
| Amsterdam coordinates | 52.37° N, 4.89° E |
Plan your trip
More distances from Bengaluru
- Bengaluru → Delhi1,744 km
- Bengaluru → Mumbai845 km
- Bengaluru → Kolkata1,560 km
- Bengaluru → Chennai291 km
- Bengaluru → Hyderabad499 km
- Bengaluru → Ahmedabad1,237 km
- Bengaluru → Pune735 km
- Bengaluru → Jaipur1,562 km
- Bengaluru → Lucknow1,581 km
- Bengaluru → Dhaka1,802 km
- Bengaluru → Chattogram1,831 km
- Bengaluru → Sylhet2,000 km
- Bengaluru → Khulna1,672 km
- Bengaluru → Rajshahi1,716 km
- Bengaluru → Rangpur1,872 km
- Bengaluru → Barishal1,730 km
- Bengaluru → Mymensingh1,878 km
- Bengaluru → Comilla1,847 km
Frequently asked questions
How far is Amsterdam from Bengaluru?
7,698 kilometres or 4,783 miles (4,156 nautical miles), measured along the shortest path over the Earth’s surface.
How long is the flight from Bengaluru to Amsterdam?
About 10 h 7 min for a non-stop flight, estimated at 800 km/h plus 30 minutes for take-off and landing. Flights with stops take longer.
What is the time difference between Bengaluru and Amsterdam?
Amsterdam is 3 hours 30 minutes behind Bengaluru right now.
In which direction is Amsterdam from Bengaluru?
Amsterdam lies to the northwest of Bengaluru (initial bearing 321°).
Distances are calculated on a sphere (radius 6,371 km) from city-centre coordinates (GeoNames, CC BY 4.0). Flight times are estimates; road distances are longer.