Distance from Fortuna Foothills to Manhattan Beach
Distance from Fortuna Foothills to Manhattan Beach is 397 kilometers. This air travel distance is equal to 247 miles.
The air travel (bird fly) shortest distance between Fortuna Foothills and Manhattan Beach is 397 km or 247 miles.
If you travel with an airplane (which has average speed of 560 miles) from Fortuna Foothills to Manhattan Beach, It takes 0.44 hours to arrive.
Fortuna Foothills
Fortuna Foothills is located in United States.
| GPS Coordinates (DMS) | 32° 39´ 28.1880'' N 114° 24´ 42.8040'' W |
|---|---|
| Latitude | 32.65783 |
| Longitude | -114.41189 |
| Altitude | 99 m |
| Country | United States |
Fortuna Foothills Distances to Cities
Manhattan Beach
Manhattan Beach is located in United States.
| GPS Coordinates | 33° 53´ 5.0640'' N 118° 24´ 39.2760'' W |
|---|---|
| Latitude | 33.88474 |
| Longitude | -118.41091 |
| Altitude | 25 m |
| Country | United States |