The flight time from John The Diver to Lambert-St. Louis International Airport is:

56 minutes

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Flying time from ZBX to STL

The total flight duration from ZBX to STL is 56 minutes.

This assumes an average flight speed for a commercial airliner of 500 mph, which is equivalent to 805 km/h or 434 knots. It also adds an extra 30 minutes for take-off and landing. Your exact time may vary depending on wind speeds.

If you're planning a trip, remember to add more time for the plane to taxi between the gate and the airport runway. This measurement is only for the actual flying time. You should also factor in airport wait times and possible equipment or weather delays. If you're trying to figure out what time you'll arrive at the destination, you may want to see if there's a time difference between ZBX and STL.

The calculation of flight time is based on the straight line distance from ZBX to STL ("as the crow flies"), which is about 218 miles or 351 kilometers.

Your trip begins at John The Diver in Branson, Missouri.
It ends at Lambert-St. Louis International Airport in Saint Louis, Missouri.

Your flight direction from ZBX to STL is Northeast (48 degrees from North).

The flight time calculator measures the average flight duration between points. It uses the great circle formula to compute the travel mileage.

John The Diver

IATA: ZBX
City: Branson
State: Missouri
Country: United States
Category: airports

Lambert-St. Louis International Airport

IATA: STL
ICAO: KSTL
FAA: STL
City: Saint Louis
State: Missouri
Zip code: 63145
Country: United States
Category: airports

Flight time calculator

Travelmath provides an online flight time calculator for all types of travel routes. You can enter airports, cities, states, countries, or zip codes to find the flying time between any two points. The database uses the great circle distance and the average airspeed of a commercial airliner to figure out how long a typical flight would take. Find your travel time to estimate the length of a flight between airports, or ask how long it takes to fly from one city to another.


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