Distance from Taylor to Dearborn Heights
Distance between Taylor and Dearborn Heights is 11 kilometers (7 miles).
Driving distance from Taylor to Dearborn Heights is 12 kilometers (7 miles).
7 miles
7 miles
Distance Map Between Taylor and Dearborn Heights
Taylor, Lansing, United States ↔ Dearborn Heights, Lansing, United States = 7 miles = 11 km.
How far is it between Taylor and Dearborn Heights
Taylor is located in United States with (42.2409,-83.2697) coordinates and Dearborn Heights is located in United States with (42.337,-83.2733) coordinates. The calculated flying distance from Taylor to Dearborn Heights is equal to 7 miles which is equal to 11 km.
If you want to go by car, the driving distance between Taylor and Dearborn Heights is 11.92 km. If you ride your car with an average speed of 112 kilometers/hour (70 miles/h), travel time will be 00 hours 06 minutes. Please check the avg. speed travel time table on the right for various options.
Difference between fly and go by a car is 1 km.
City/Place | Latitude and Longitude | GPS Coordinates |
---|---|---|
Taylor | 42.2409, -83.2697 | 42° 14´ 27.1320'' N 83° 16´ 10.7400'' W |
Dearborn Heights | 42.337, -83.2733 | 42° 20´ 13.1280'' N 83° 16´ 23.7360'' W |
Estimated Travel Time Between Taylor and Dearborn Heights
Average Speed | Travel Time |
---|---|
30 mph (48 km/h) | 00 hours 14 minutes |
40 mph (64 km/h) | 00 hours 11 minutes |
50 mph (80 km/h) | 00 hours 08 minutes |
60 mph (97 km/h) | 00 hours 07 minutes |
70 mph (112 km/h) | 00 hours 06 minutes |
75 mph (120 km/h) | 00 hours 05 minutes |
Related Distances from Taylor
Cities | Distance |
---|---|
Taylor to Saint Clair Shores | 49 km |
Taylor to Saginaw | 183 km |
Taylor to Flint | 130 km |
Taylor to Inkster | 9 km |
Taylor to Muskegon | 320 km |
Related Distances to Dearborn Heights
Cities | Distance |
---|---|
Pontiac to Dearborn Heights | 35 km |
Norton Shores to Dearborn Heights | 299 km |
Holland to Dearborn Heights | 278 km |
Southfield to Dearborn Heights | 21 km |
Lincoln Park to Dearborn Heights | 17 km |