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Azimuth = 315° (True)

Altitude = 0

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Q: What will be the azimuth and altitude of a star which setting directly in the northwest?
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What are the altitude and azimuth of a star that is now setting due west?

The point on the horizon that is due west has an altitude of zero and an azimuth of 270 degrees.


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First, determine the difference from standard pressure 29.92. 30.12 -29.92 --------- .20 If you drop the decimal point and add a zero you get the number of feet of difference, so .20 = 200 feet. Since 30.12 is a higher number than 29.92, you subtract it from the actual altitude. If the indicated altitude is 10000 feet, your pressure altitude is 9800 feet. If your altimeter setting is lower than 29.92 you add the difference. It can also be expressed as PA = IA + ((29.92 - AS) * 1000) where IA is indicated altitude and AS = altimeter setting.


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How do you convert altimeter setting 30.12 pressure?

First, determine the difference from standard pressure 29.92. 30.12 -29.92 --------- .20 If you drop the decimal point and add a zero you get the number of feet of difference, so .20 = 200 feet. Since 30.12 is a higher number than 29.92, you subtract it from the actual altitude. If the indicated altitude is 10000 feet, your pressure altitude is 9800 feet. If your altimeter setting is lower than 29.92 you add the difference. It can also be expressed as PA = IA + ((29.92 - AS) * 1000) where IA is indicated altitude and AS = altimeter setting.


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The diference is simple, the transition altitude is the altitude above sea level at wich the aircraft change from the use of altitude to the use of flight level. When operating above the transition altitude, the aircraft altimeters pressure seting is normally adjusted to the standard pressure setting wich is 1013 millibars in europe, or 29.92 inches of mercury in US, or Canada. There the aircraft altitude will be expressed as a flight level.


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