Distance from Rowland Heights to Downey
Distance between Rowland Heights and Downey is 21 kilometers (13 miles).
Driving distance from Rowland Heights to Downey is 33 kilometers (20 miles).
13 miles
20 miles
Distance Map Between Rowland Heights and Downey
Rowland Heights, Sacramento, United States ↔ Downey, Sacramento, United States = 13 miles = 21 km.
How far is it between Rowland Heights and Downey
Rowland Heights is located in United States with (33.9761,-117.9053) coordinates and Downey is located in United States with (33.94,-118.1326) coordinates. The calculated flying distance from Rowland Heights to Downey is equal to 13 miles which is equal to 21 km.
If you want to go by car, the driving distance between Rowland Heights and Downey is 32.73 km. If you ride your car with an average speed of 112 kilometers/hour (70 miles/h), travel time will be 00 hours 17 minutes. Please check the avg. speed travel time table on the right for various options.
Difference between fly and go by a car is 12 km.
City/Place | Latitude and Longitude | GPS Coordinates |
---|---|---|
Rowland Heights | 33.9761, -117.9053 | 33° 58´ 34.0320'' N 117° 54´ 19.2240'' W |
Downey | 33.94, -118.1326 | 33° 56´ 24.0360'' N 118° 7´ 57.2520'' W |
Estimated Travel Time Between Rowland Heights and Downey
Average Speed | Travel Time |
---|---|
30 mph (48 km/h) | 00 hours 40 minutes |
40 mph (64 km/h) | 00 hours 30 minutes |
50 mph (80 km/h) | 00 hours 24 minutes |
60 mph (97 km/h) | 00 hours 20 minutes |
70 mph (112 km/h) | 00 hours 17 minutes |
75 mph (120 km/h) | 00 hours 16 minutes |
Related Distances from Rowland Heights
Cities | Distance |
---|---|
Rowland Heights to East Los Angeles | 31 km |
Rowland Heights to Corona | 45 km |
Rowland Heights to Alhambra | 34 km |
Rowland Heights to Glendale 2 | 50 km |
Rowland Heights to Huntington Beach | 53 km |
Related Distances to Downey
Cities | Distance |
---|---|
Santa Cruz 2 to Downey | 568 km |
Rosemead to Downey | 27 km |
Walnut to Downey | 36 km |
Laguna to Downey | 624 km |
Oxnard to Downey | 123 km |