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How to get from Peterson (airport) (North Dakota) to Glasgow (Montana)

Calculate route from Peterson (airport) (North Dakota, United States) to Glasgow (Montana, United States).

The flight distance (as the crow flies) between Peterson (airport) and Glasgow is 201.3 km.

Roadmap (route) to go from Peterson Airport to Glasgow detailed above, you can also see the course layout on the map.

While doing trip Peterson (airport) - Glasgow by car, the calculated route ends at a distance , or more straight.

Calculation of distance and route from Glasgow to Peterson (airport) :

201.3256.5 km4h58mn
  1. Continue 0h0mn
    142 m
  2. Turn left onto 79th Street Northwest 0h2mn
    1.1 km
  3. Turn right onto 151st Avenue Northwest 1h56mn
    46.8 km
  4. Turn right onto Theodore Roosevelt Expressway 1h20mn
    93.9 km
  5. At roundabout, take exit 2 onto US 2 0h1mn
    901 m
  6. At roundabout, take exit 2 onto US 2 2h37mn
    113.7 km
  7. Turn left onto 6th Street North 0h0mn
    11 m
  8. Arrive at destination 0h0mn
    0 m

Travel from Peterson (airport) (Montana) to a selection of major cities.

Distances from Peterson Airport to biggest cities in North Dakota


Other major cities in country :

  • Charlotte [NC], 827,097 inhabitants. 2,407 km
  • Seattle [WA], 684,451 inhabitants. 1,367 km
  • Denver [CO], 682,545 inhabitants. 986 km
  • El Paso [TX], 681,124 inhabitants. 1,883 km
  • Detroit [MI], 677,116 inhabitants. 1,768 km
  • Boston [MA], 667,137 inhabitants. 2,638 km
  • Memphis [TN], 655,770 inhabitants. 1,881 km
  • New South Memphis [TN], 641,608 inhabitants. 1,886 km
  • Portland [OR], 632,309 inhabitants. 1,455 km
  • Oklahoma City [OK], 631,346 inhabitants. 1,551 km
  • Las Vegas [NV], 623,747 inhabitants. 1,653 km
  • Baltimore [MD], 621,849 inhabitants. 2,406 km
  • Washington, D.C. [DC], 601,723 inhabitants. 2,402 km
  • Milwaukee [WI], 600,155 inhabitants. 1,386 km
  • South Boston [MA], 571,281 inhabitants. 2,640 km
  • Albuquerque [NM], 559,121 inhabitants. 1,517 km
  • Tucson [AZ], 531,641 inhabitants. 1,910 km
  • Nashville [TN], 530,852 inhabitants. 1,967 km
  • Fresno [CA], 520,052 inhabitants. 1,838 km
  • Sacramento [CA], 490,712 inhabitants. 1,791 km

Route from Glasgow to major cities (United States).

  • Distance Glasgow New York City
    2,700 km
  • Distance Glasgow Los Angeles
    1,846 km
  • Distance Glasgow Chicago
    1,647 km
  • Distance Glasgow Brooklyn
    2,707 km
  • Distance Glasgow Houston
    2,266 km
  • Distance Glasgow Queens
    2,714 km
  • Distance Glasgow Philadelphia
    2,657 km
  • Distance Glasgow Phoenix
    1,703 km
  • Distance Glasgow Manhattan
    2,699 km
  • Distance Glasgow San Antonio
    2,203 km
  • Distance Glasgow San Diego
    1,936 km
  • Distance Glasgow The Bronx
    2,703 km
  • Distance Glasgow Dallas
    1,903 km
  • Distance Glasgow San Jose
    1,731 km
  • Distance Glasgow Austin
    2,135 km
  • Distance Glasgow Jacksonville
    2,906 km
  • Distance Glasgow San Francisco
    1,725 km
  • Distance Glasgow Columbus
    2,089 km
  • Distance Glasgow Fort Worth
    1,891 km
  • Distance Glasgow Indianapolis
    1,881 km

Nearest cities to Peterson (airport) :

  • Minot, 49,450 inhabitants. 201 km
  • Williston, 26,977 inhabitants. 53 km
  • Dickinson, 23,765 inhabitants. 207 km
  • Miles City, 8,796 inhabitants. 278 km
  • Sidney, 6,828 inhabitants. 95 km
  • Watford City, 6,708 inhabitants. 99 km
  • Minot Air Force Base, 5,521 inhabitants. 194 km
  • Glendive, 5,490 inhabitants. 172 km
  • Glasgow, 3,414 inhabitants. 202 km
  • Beulah, 3,393 inhabitants. 218 km

Location Peterson (airport) (North Dakota) :

Country flag
Location Peterson (airport)
State North Dakota
County Williams County
Country United States
Country code / ISO 2 US
Latitude 48.5628000
Longitude -103.9655100
Altitude 664 meters
Time zone America/Chicago

Location Glasgow (Montana) :

Country flag
Location Glasgow
State Montana
County Valley County
Country United States
Country code / ISO 2 US
Latitude 48.1969600
Longitude -106.6367100
Altitude 638 meters
Time zone America/Denver

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