If the ground beneath the aircraft is situated 6,000 ft above sea level, what is the height of the aircraft in feet?
An aircraft flies at an altitude of 32,000 ft.If the ground beneath the aircraft is situated 6,000 ft above sea level, what is the height of the aircraft in feet?
QNH-QFE= 32000ft-6000ft
=26000ft
AIRCRAFT altitude = from sea level including airport ground hight
The correct calculation would be QNH - QFE = 32,000 ft - 6,000 ft = 26,000 ft.
QNH represents the atmospheric pressure at sea level, while QFE represents the atmospheric pressure at the airport's elevation (ground height). The difference between QNH and QFE gives us the altitude of the aircraft above the airport ground height. Therefore, the aircraft's altitude above the airport ground height would be 26,000 ft.
To calculate the aircraft's height from sea level, we would need to add the airport ground height to the aircraft's altitude above the airport ground height. However, without knowing the specific airport ground height, we cannot determine the aircraft's exact height from sea level.
The course of an aircraft with respect to the true North is 120, its course with respect to the magnetic North is 122. Determine the magnetic variation at this location (in degrees).
To determine the magnetic variation at a location, we need to find the difference between the true north and the magnetic north. In this case, the course of the aircraft with respect to the true north is 120°, while its course with respect to the magnetic north is 122°.
The magnetic variation can be calculated by subtracting the course with respect to the true north from the course with respect to the magnetic north.
Magnetic variation = Course (with respect to magnetic north) - Course (with respect to true north)
Magnetic variation = 122° - 120°
Magnetic variation = 2°
Therefore, the magnetic variation at this location is 2 degrees.
To determine the height of the aircraft, we need to know its altitude or distance above the ground. The given information only states the altitude of the ground, which is 6,000 ft above sea level. Without additional data, we cannot accurately determine the height of the aircraft.
If the ground beneath the aircraft is situated 6,000 ft above sea level, and the aircraft is flying at an altitude of 32,000 ft, we can find the height of the aircraft by adding the two values together.
Ground altitude: 6,000 ft
Aircraft altitude: 32,000 ft
Height of the aircraft = Ground altitude + Aircraft altitude
Height of the aircraft = 6,000 ft + 32,000 ft
Height of the aircraft = 38,000 ft
Therefore, the height of the aircraft is 38,000 ft.