City
Town
Village
Hamlet
Motorway
Primary
Secondary
Unclassified
Point Distance Time Fuel
Burlington 0 km 0:00 00 min 0.0 L
403 14 km, 10 min
Hamilton 14 km 0:10 10 min 1.1 L
403 4 km, 02 min
Dundas 18 km 0:13 13 min 1.4 L
403 4 km, 02 min
Ancaster 22 km 0:15 15 min 1.8 L
403 26 km, 15 min
Brantford 48 km 0:31 31 min 3.8 L
9 km, 05 min
Paris 57 km 0:36 36 min 4.6 L
403 31 km, 19 min
Woodstock 88 km 0:56 56 min 7.0 L
401 15 km, 08 min
Ingersoll 102 km 1:04 1 h 04 min 8.2 L
401 17 km, 10 min
Dorchester 119 km 1:14 1 h 14 min 9.5 L
401 21 km, 17 min
London 140 km 1:32 1 h 32 min 11.2 L
Point Distance Time Fuel
Burlington 0 km 0:00 00 min 0.0 L
403 11 km, 08 min
Pleasant View Survey 11 km 0:08 08 min 0.9 L
403 3 km, 02 min
Hamilton 14 km 0:10 10 min 1.1 L
403 4 km, 02 min
Dundas 18 km 0:13 13 min 1.4 L
403 4 km, 02 min
Ancaster 22 km 0:15 15 min 1.8 L
403 26 km, 15 min
Brantford 48 km 0:31 31 min 3.8 L
9 km, 05 min
Paris 57 km 0:36 36 min 4.6 L
403 31 km, 19 min
Woodstock 88 km 0:56 56 min 7.0 L
401 15 km, 08 min
Ingersoll 102 km 1:04 1 h 04 min 8.2 L
401 17 km, 10 min
Dorchester 119 km 1:14 1 h 14 min 9.5 L
401 21 km, 17 min
London 140 km 1:32 1 h 32 min 11.2 L

Distance from Burlington to London by car

The distance between Burlington and London is 140 kilometers by road including 129 kilometers on motorways. Distance from Burlington to London by car takes approximately 1 hour and 32 minutes.

The distance between Burlington and London is ranked 347th in the ranking popularity.
The driving time from Burlington to London is approximately 1 hour and 32 minutes without intermediate stops.
Use the "Intermediate points" field inside the "Show advanced options" to find out how to get from Burlington to London through specific transit points.
You can calculate the route from Burlington to London through any specific transit point by dragging and dropping the route on the map.
To find out how far is Burlington from London, all the intermediate path segments were totalized. Precise satellite coordinates of highways were used for this calculation.
Reverse route: from London to Burlington.
Have any questions? Contact us!