How far is Broomfield, CO, from George Town?
The distance between George Town (Exuma International Airport) and Broomfield (Rocky Mountain Metropolitan Airport) is 2042 miles / 3287 kilometers / 1775 nautical miles.
Exuma International Airport – Rocky Mountain Metropolitan Airport
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Distance from George Town to Broomfield
There are several ways to calculate the distance from George Town to Broomfield. Here are two standard methods:
Vincenty's formula (applied above)- 2042.314 miles
- 3286.786 kilometers
- 1774.722 nautical miles
Vincenty's formula calculates the distance between latitude/longitude points on the earth's surface using an ellipsoidal model of the planet.
Haversine formula- 2041.153 miles
- 3284.917 kilometers
- 1773.713 nautical miles
The haversine formula calculates the distance between latitude/longitude points assuming a spherical earth (great-circle distance – the shortest distance between two points).
How long does it take to fly from George Town to Broomfield?
The estimated flight time from Exuma International Airport to Rocky Mountain Metropolitan Airport is 4 hours and 22 minutes.
What is the time difference between George Town and Broomfield?
Flight carbon footprint between Exuma International Airport (GGT) and Rocky Mountain Metropolitan Airport (BJC)
On average, flying from George Town to Broomfield generates about 222 kg of CO2 per passenger, and 222 kilograms equals 490 pounds (lbs). The figures are estimates and include only the CO2 generated by burning jet fuel.
Map of flight path from George Town to Broomfield
See the map of the shortest flight path between Exuma International Airport (GGT) and Rocky Mountain Metropolitan Airport (BJC).
Airport information
Origin | Exuma International Airport |
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City: | George Town |
Country: | Bahamas |
IATA Code: | GGT |
ICAO Code: | MYEF |
Coordinates: | 23°33′45″N, 75°52′40″W |
Destination | Rocky Mountain Metropolitan Airport |
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City: | Broomfield, CO |
Country: | United States |
IATA Code: | BJC |
ICAO Code: | KBJC |
Coordinates: | 39°54′31″N, 105°7′1″W |