Question 3494 Deck General
70% to passWhat pressure must a spring buoy, moored at a 500 foot depth, withstand?
A
100 psig
B
150 psig
C
225 psig
D
300 psig
AI Explanation
The correct answer is C) 225 psig. The pressure that a spring buoy moored at a 500-foot depth must withstand is determined by the hydrostatic pressure at that depth. The formula for calculating hydrostatic pressure is: Pressure (in pounds per square inch, or psig) = Depth (in feet) x 0.445. Given a depth of 500 feet, the hydrostatic pressure would be 500 x 0.445 = 225 psig. The other options are incorrect because 100 psig (A) and 150 psig (B) are too low for a 500-foot depth, and 300 psig (D) is too high. The correct answer, 225 psig, is the pressure that the spring buoy must be designed to withstand at a 500-foot depth.
Related Questions
Q4399:The DEEP DRILLER as currently configured is limited to a maximum drilling depth ...
Q1532:Your vessel is securely moored to the berth preparing to discharge a cargo of LP...
Q4265:The Cantilever Beam Load Chart for the COASTAL DRILLER shows the load limits in...
Q1736:The normal and safest way for a sailor in a bosun's chair to be raised aloft is ...
Q2414:A heavy steel curved arch constructed athwartships and above the after deck on a...
Ready to test your knowledge?
Take a Deck General Practice Exam
Official Resources
Pass Your Coast Guard Licensing Exams!
Study offline, track your progress, and simulate real exams with the Coast Guard Exams app