How far is Anahim Lake from The Pas?
The distance between The Pas (The Pas Airport) and Anahim Lake (Anahim Lake Airport) is 1006 miles / 1618 kilometers / 874 nautical miles.
The driving distance from The Pas (YQD) to Anahim Lake (YAA) is 1361 miles / 2190 kilometers, and travel time by car is about 30 hours 12 minutes.
The Pas Airport – Anahim Lake Airport
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Distance from The Pas to Anahim Lake
There are several ways to calculate the distance from The Pas to Anahim Lake. Here are two standard methods:
Vincenty's formula (applied above)- 1005.595 miles
- 1618.348 kilometers
- 873.838 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- 1002.339 miles
- 1613.108 kilometers
- 871.009 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 The Pas to Anahim Lake?
The estimated flight time from The Pas Airport to Anahim Lake Airport is 2 hours and 24 minutes.
What is the time difference between The Pas and Anahim Lake?
Flight carbon footprint between The Pas Airport (YQD) and Anahim Lake Airport (YAA)
On average, flying from The Pas to Anahim Lake generates about 151 kg of CO2 per passenger, and 151 kilograms equals 333 pounds (lbs). The figures are estimates and include only the CO2 generated by burning jet fuel.
Map of flight path and driving directions from The Pas to Anahim Lake
See the map of the shortest flight path between The Pas Airport (YQD) and Anahim Lake Airport (YAA).
Airport information
| Origin | The Pas Airport |
|---|---|
| City: | The Pas |
| Country: | Canada  |
| IATA Code: | YQD |
| ICAO Code: | CYQD |
| Coordinates: | 53°58′17″N, 101°5′27″W |
| Destination | Anahim Lake Airport |
|---|---|
| City: | Anahim Lake |
| Country: | Canada |
| IATA Code: | YAA |
| ICAO Code: | CAJ4 |
| Coordinates: | 52°27′8″N, 125°18′10″W |