Question 2185Deck Safety70% to pass
Aboard a vessel, dividing the sum of the transverse moments by the total weight yields the vessel's _ .
AI Explanation
The correct answer is C) transverse position of the center of gravity.
Dividing the sum of the transverse moments by the total weight of the vessel yields the transverse position of the vessel's center of gravity. This is a fundamental principle in naval architecture and ship stability calculations. The transverse position of the center of gravity is a key factor in determining the vessel's stability and how it will respond to external forces.
The other options are incorrect because they do not directly relate to the calculation described in the question. Vertical moments, inclining moments, and righting moments are different stability-related parameters that are not directly obtained by dividing the transverse moments by the total weight.
Related Questions
#2183 The moment created by a force of 12,000 tons and a moment arm of 0.25 foot is _______________.#2184 A moment of 300 ft-tons is created by a force of 15,000 tons. What is the moment arm? #2186 The magnitude of a moment is the product of the force and _______________.#2187 When a vessel has positive stability, the distance between the line of force through B and the line of force through G is called the _______________.#2188 For a given displacement, the righting arm has its maximum value when _______________.