The distance between two meridians is 427 nautical miles in latitude 50° 20' N. What is the angle at the pole?
Given:
427 nm - Distance between two meridians
Latitude 50° 21' N
What is asked:
Angle at the pole
Solution:
This is the formula for getting angle at the pole.
Angle at the pole = (distance / Cos Lat) ÷ 60
Step 1. Divide the distance by cosine of latitude.
427 nm ÷ Cos 50° 20' = 668.94 nm
Step 2. Divide 668.94 by 60 to convert it into degrees. And result will be the angle the pole.
668.94 ÷ 60 = 11° 08.9' is the angle at the pole.
Given:
427 nm - Distance between two meridians
Latitude 50° 21' N
What is asked:
Angle at the pole
Solution:
This is the formula for getting angle at the pole.
Angle at the pole = (distance / Cos Lat) ÷ 60
Step 1. Divide the distance by cosine of latitude.
427 nm ÷ Cos 50° 20' = 668.94 nm
Step 2. Divide 668.94 by 60 to convert it into degrees. And result will be the angle the pole.
668.94 ÷ 60 = 11° 08.9' is the angle at the pole.
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| Angle at the pole |
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