Stopping points from Minot International Airport to Philadelphia International Airport:

Your total trip with all stops is around 1,730 miles / 2780 km, taking roughly 27.5 hours for the whole trip. If you want to see every small town along the way, you can get a full list of cities between MOT and PHL.

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Stopping points from MOT to PHL

Start from Minot International Airport.

Fargo, North Dakota is stopping point #1 after driving about 300 miles (490 km) or 5 hours.

Minneapolis, Minnesota is stopping point #2 after driving about 240 miles (380 km) or 3.5 hours. Your total trip so far is about 540 miles or 870 km over roughly 9 hours of driving.

Chicago, Illinois is stopping point #3 after driving about 410 miles (660 km) or 6 hours. Your total trip so far is about 950 miles or 1520 km over roughly 15 hours of driving.

Cleveland, Ohio is stopping point #4 after driving about 340 miles (550 km) or 5.5 hours. Your total trip so far is about 1,290 miles or 2080 km over roughly 20.5 hours of driving.

Finally, Philadelphia International Airport is your destination after driving about 440 miles (710 km) or 7.5 hours. Your total trip with all stops is around 1,730 miles or 2780 km, taking roughly 27.5 hours for the whole trip.


Minot International Airport

IATA: MOT
ICAO: KMOT
FAA: MOT
City: Minot
State: North Dakota
Zip code: 58703
Country: United States
Category: airports

Philadelphia International Airport

IATA: PHL
ICAO: KPHL
FAA: PHL
City: Philadelphia
State: Pennsylvania
Zip code: 19153
Country: United States
Category: airports

Stopping point calculator

Travelmath helps you figure out where to stop when planning a long road trip from one location to another. The best stopping point for an overnight hotel stay or a break from driving often depends on how far or how long you want to drive before pausing to rest. You can find the closest city to your stopping point to look for hotels, or explore other cities and towns along the route. Use this as a road trip planner when you're driving cross-country or mapping a route with multiple stops.


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