Question 265Navigation General
70% to passDetermine the approximate geographic visibility of an object, with a height above the water of 85 feet (25.9 meters), for an observer with a height of eye of 60 feet (18.3 meters).
A
18.4 nm
B
19.9 nm
C
20.8 nm
D
21.5 nm
AI Explanation
The correct answer is B) 19.9 nm. The formula to calculate the geographic visibility of an object is: square root of (2h1 + 2h2), where h1 is the height of the object above the water and h2 is the height of the observer's eye above the water. Plugging in the given values, the calculation is: square root of (2 x 25.9 + 2 x 18.3) = 19.9 nm. The other answer choices are incorrect because they do not accurately reflect the geographic visibility based on the provided heights of the object and observer. The formula is the standard method used to determine this type of visibility, which is an important calculation for navigational purposes.
Related Questions
Q596:A vessel heading SE is on a course of _______________.
Q1153:A strong, often violent, northerly wind occurring on the Pacific coast of Mexico...
Q1234:Fog is most commonly associated with a(n) _______________.
Q1366:In working out a local apparent noon sight for your latitude, you subtract the H...
Q998:You are enroute to assist vessel A. Vessel A is underway at 5.5 knots on course ...
Ready to test your knowledge?
Take a Navigation General Practice ExamOfficial Resources
Want to practice with timed exams?
Download Coast Guard Exams for the full exam experience.
App Store