The mass of the water displaced by an object times the acceleration gravity (commonly denoted as "g" and known to be 9.81 m/s2 on or near the surface of the Earth) equals the buoyant force. This is shown as:
Fbuoy= mg
Fbuoy is the buoyant force on the object
m is the mass of the water displaced by the object
g is the gravitational constant
I think what you were really trying to ask is, "what is the relationship between the weight of the displaced water of an object and the buoyant force acting on the object?"
In this case I would have answered that the buoyant force on an object is equal to the weight of the water displaced by the object.
archimedes NOVANET
Buoyant force is equal to the weight of the water displaced.
The upward bouyant force depends only on the weight of the displaced fluid. The NET force (object's weight - bouyant force) depends on the object's weight and will determine how fast it sinks.
Archimedes first stated the relationship between buoyant force and weight of a displaced fluid.
It's only the VOLUME of the displaced water that counts.
Archimedes.
archimedes NOVANET
The bouyant force is equal to the weight of the liquid displaced.
The buoyant force is determined by the weight of the displaced fluid. The weight of the displaced fluid is in turn determined by the volume of the displaced fluid.
The weight of the bouyant force and the fluid displaced by the object are equal.
The weight of the bouyant force and the fluid displaced by the object are equal.
Buoyant force is equal to the weight of the water displaced.
Archimedes first stated the relationship between buoyant force and weight of a displaced fluid.
The upward bouyant force depends only on the weight of the displaced fluid. The NET force (object's weight - bouyant force) depends on the object's weight and will determine how fast it sinks.
It's only the VOLUME of the displaced water that counts.
They are equal
Upthrust which is equal to weight of fluid displaced