Loading...
Calculating Your Route
Finding the best route
Verifying Locations

Just a moment while we calculate your route...

Distance from Chases Grove to Hewlett

Driving Distance
244.5 mi 393.4 km
Flying Distance
199.6 mi 321.3 km

Route Information

The driving distance from Chases Grove, New Hampshire to Hewlett, New York is 244.5 mi (393.4 km)

The straight-line (air) distance is 199.6 mi (321.3 km)

The estimated flight time is 0 hr 24 min

The estimated travel time by road is 4 hours 6 minutes

Traveling highway, long-distance in a southwest direction. Average speeds around 58 mph.

Location Details

Origin:


No image available
Place Chases Grove
State/Province New Hampshire
Country US
Latitude 42.861755
Longitude -71.216728
GPS 42.861755° N, 71.216728° W
Local Time 10:47 AM
Timezone America/New_York

Destination:

Hewlett
Place Hewlett
State/Province New York
Country US
Latitude 40.643159
Longitude -73.695686
GPS 40.643159° N, 73.695686° W
Local Time 10:47 AM
Timezone America/New_York

Journey Summary

Traveling from Chases Grove, New Hampshire to Hewlett, New York covers 244.5 mi (393.4 km) in a southwest direction. This highway, long-distance route typically takes 4 hours 6 minutes under normal conditions.

Drivers have 3 route options between these locations (241.9-256.9 miles / 389-413 km). The primary route shown here saves 12 minutes compared to alternatives.

The route features scenic views, toll sections. with average speeds around 58 mph (93 km/h).

Available Routes

I-84 and I-95 S
244.5 mi 4 hours 6 minutes
Shortest Tolls
I-84
256.9 mi 4 hours 17 minutes
Tolls
I-95 S
241.9 mi 4 hours 5 minutes
Fastest Tolls

How is the distance calculated?

Driving distances are based on actual road data. We use advanced routing algorithms that consider traffic, tolls, highways, and local streets. For air distances (as the crow flies), we use the Vincenty formula. It's a precise method that accounts for the Earth's shape and provides accuracy up to 0.5 mm.

When multiple route options exist, we display both the shortest and fastest paths. Travel times are estimated based on typical speeds for each road type, though actual times may vary with traffic and weather conditions. All distances are shown in both miles and kilometers for convenience.