Distance between Kaieteur National Park (KAI) and Georgetown (GEO)
Flight distance from Kaieteur National Park to Georgetown (Kaieteur International Airport – Cheddi Jagan International Airport) is 125 miles / 201 kilometers / 108 nautical miles. Estimated flight time is 44 minutes.
Driving distance from Kaieteur National Park (KAI) to Georgetown (GEO) is 163 miles / 263 kilometers and travel time by car is about 5 hours 40 minutes.
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Kaieteur National Park - Georgetown
Map of flight path and driving directions from Kaieteur National Park to Georgetown.
Shortest flight path between Kaieteur International Airport (KAI) and Cheddi Jagan International Airport (GEO).
How far is Georgetown from Kaieteur National Park?
There are several ways to calculate distances between Kaieteur National Park and Georgetown. Here are two common methods:
Vincenty's formula (applied above)- 124.698 miles
- 200.683 kilometers
- 108.360 nautical miles
Vincenty's formula calculates the distance between latitude/longitude points on the earth’s surface, using an ellipsoidal model of the earth.
Haversine formula- 124.999 miles
- 201.166 kilometers
- 108.621 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).
Airport information
| A | Kaieteur International Airport |
|---|---|
| City: | Kaieteur National Park |
| Country: | Guyana  |
| IATA Code: | KAI |
| ICAO Code: | SYKA |
| Coordinates: | 5°10′21″N, 59°29′29″W |
| B | Cheddi Jagan International Airport |
|---|---|
| City: | Georgetown |
| Country: | Guyana |
| IATA Code: | GEO |
| ICAO Code: | SYCJ |
| Coordinates: | 6°29′54″N, 58°15′14″W |
Time difference and current local times
There is no time difference between Kaieteur National Park and Georgetown.
Time Difference
Kaieteur National Park
Georgetown
Carbon dioxide emissions
Estimated CO2 emissions per passenger is 43 kg (96 pounds).
Frequent Flyer Miles Calculator
Kaieteur National Park (KAI) → Georgetown (GEO).
In total
Round trip?