According to Archimedes principle, the upward force experienced by a body immersed in a fluid is equal to which of the following?
Weight of the fluid displaced by the body
Weight of displaced fluid = (mass of displaced fluid) × (acceleration due to gravity) Since mass = density × volume, we can also write: mass of displaced fluid = \rho_f × V_{disp} where: \rho_f is the density of the fluid V_{disp} is the volume of the displaced fluid (which is equal to the volume of the submerged part of the body) So, the buoyant force is also: Weight of the fluid displaced by the body This statement directly matches the definition of Archimedes principle.
Important Questions from Buoyancy and Floatation
If two objects are weighed in water and both of them lose the same weight, then the two objects must have identical
A rectangular block is floating in a liquid. The distance of the metacentre from the point of buoyance is equal to the ratio of
A wooden cube of side 0.2 m is floating in the water. The density of wood is 600 kg/m3. Then the volume of water displaced by the wooden block is
The stability of a floating body is governed mainly by the ______.
Buoyant force for a floating body passes through:
