Distance from Patterson Park, Maryland to Manhattan Beach, Maryland
The driving distance from Patterson Park, Maryland to Manhattan Beach, Maryland is 24.6 mi (39.7 km)
The straight-line (air) distance is approximately 9.7 mi (15.6 km)
Estimated travel time by road is 36 minutes
This route includes Toll roads along the way.
We found 3 routes between Patterson Park and Manhattan Beach.
Available Routes
Route Directions
Get on I-895 S from E Lombard St
Continue on I-895 S. Drive from I-97 S and MD-100 E to Severna Park. Take the exit toward MD-10 S/MD-2/Severna Pk from MD-100 E
Continue on MD-2 S. Drive to Gordon Ave
Route Directions
Get on I-895 S from E Lombard St
Continue on I-895 S. Drive from I-695 E and MD-10 S to Severna Park. Take the exit toward MD-10 S/MD-2/Severna Pk from MD-10 S
Continue on MD-2 S. Drive to Gordon Ave
Route Directions
Get on I-895 S from E Baltimore St and E Lombard St
Continue on I-895 S. Drive from MD-10 S to Severna Park. Take the exit toward MD-10 S/MD-2/Severna Pk from MD-10 S
Continue on MD-2 S. Drive to Gordon Ave
Journey Details
Traveling from Patterson Park, Maryland to Manhattan Beach, Maryland covers 23.2 miles (37 km) in a south direction. This secondary roads, moderate route typically takes 37 minutes under normal conditions.
Drivers have 3 route options between these locations (23-27 miles / 37-44 km). The primary route shown here saves 2 minutes compared to alternatives.
The route features scenic views, toll sections, coastal roads. During night weekend travel, expect typical weekend traffic patterns with average speeds around 38 mph (61 km/h) .
Journey Waypoints
Patterson Park
Starting Point
Manhattan Beach
Destination
