A.TCG
B.transverse moment
C.righting moment
D.transverse free surface moment
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A.inclining moments
B.righting moments
C.vertical moments
D.longitudinal position of the center of gravity
A.LCG
B.transverse moment
C.righting moment
D.inclining moment
A.dividing the total longitudinal moment summations by displacement
B.dividing the total vertical moment summations by displacement
C.multiplying the MTC by the longitudinal moments
D.subtracting LCF from LCB
A.increase reserve buoyancy
B.decrease the righting moments
C.decrease KG
D.increase KM
A.couple
B.lever arm
C.moment of inertia
D.point of application
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In the absence of external forces,the center of gravity of a floating vessel is located directly above the().
A vertical shift of weight to a position above the vessel’s center of gravity will().
An unstable upright equilibrium position on a vessel means that the metacenter is().
Aboard a vessel,multiplying a load’s weight by the distance of the load’s center of gravity from the centerline results in the load’s().
For a floating vessel,the center of flotation is the point in the waterplane().
As the displacement of a vessel increases,the detrimental effect of free surface().
A vessel’s LCG is determined by().
When a vessel is inclined by an external force,the().
To calculate the free surface correction,it is necessary to divide the free-surface moments by the().
Aboard a vessel,dividing the sum of the longitudinal moments by the total weight yields the vessel’s().