Distance between Manhattan and Point Pleasant
Distance between Manhattan and Point Pleasant is 78.42 km. This distance is equal to 48.73 miles, and 42.31 nautical miles.
The distance line on map shows distance from Manhattan to Point Pleasant between two cities.
If you travel with an airplane (which has average speed of 560 miles per hour) between Manhattan to Point Pleasant,
It takes 0.09 hours to arrive.
| Manhattan | 40.7841484 | -73.9661407 |
|---|---|---|
| Point Pleasant | 40.0831714 | -74.0681931 |
| Distance | 78.42 km | 48.73 miles |
Related Distances
- Distance between Manhattan and South Old Turnpike Road (172,72 km.)
- Distance between Manhattan and South Vineland (174,08 km.)
- Distance between Freeport and Manhattan (35,21 km.)
- Distance between Manhattan and Smile Train (4,94 km.)
- Distance between Edgewater and Manhattan (4,84 km.)
- Distance between Manhattan and Toms River (94,40 km.)