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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.
As the body floats then the weight of the body and weight of displaced liquid would be equal to each other. Hence it floats
What is the buoyancy force on an object which displaces 10,300 kg of water?100,940 NAbout how many pounds is this? (Remember, a one kilogram mass weighs 2.2 pounds at sea level.)22,660 lbssources AOA
well it's easy..:D we consider a cylindrical portion of a liquid and find that on an average the object(water itself) remains stationary. This gives us an idea that the upward force(buoyant force) equals the gravitational force. Therefore the buoyant force in this case is the "mg" itself but in fluids we talk in terms of the volume and density so it is V(rho)g. Plus this buoyant force in any case is independent of the object coz' it is fundamentally rooted to the Brownian motion and striking of the particles on the object which leads to the upward force. So it only depends on the volume of the object. And the buoyant force is defined as Volume *density of liquid*g.
it depends upon the space itself.....(in short)
Since the object is submerged, we know that the buoyant force is not sufficient to overcome the weight of the object, otherwise it would be floating rather than being submerged. Therefore, the buoyant force is equal to the weight of the displaced water, not the weight of the object itself.
The buoyant force on an object depends only on the weight of the fluid displaced: Fb = Vd*ρf*g Vd may not be the volume of the object; for example: if the object is floating on the liquid surface. Also, there may be other forces acting on the object, such as its weight (Mo*g)
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.
As the body floats then the weight of the body and weight of displaced liquid would be equal to each other. Hence it floats
The buoyant force is equal to the weight of the displaced fluid (Archimedes Principle). A gallon jug underwater will have a buoyant force equal to the weight of the displaced water: eight pounds. The total weight will also include the normal downward weight of the jug itself and the air it contains.
What is the buoyancy force on an object which displaces 10,300 kg of water?100,940 NAbout how many pounds is this? (Remember, a one kilogram mass weighs 2.2 pounds at sea level.)22,660 lbssources AOA
Buoyant air will rise until it reaches warmer air that is the same density as itself.
Of course, it is when air is positively buoyant, while it rises itself.
Objects will float on water because they aren't as dense as the water itself. A ship will float because there are a lot of compartments filled with air, which is not as dense as water.The above answer is also valid but according to the Archimedes Principle, the buoyant force on a submerged object is equal to the weight of the fluid that is displaced by the object.
The water that the hull in ship displaces is way more heavier than the hull itself, so the water surface holds the ship floating... If you had a bowling ball made of hull-material it would sink anyway.. What it does that the ship floats is the amount of displaced water, which in weight is going to be higher than the floating object's weight itself...
The other bone involved is the big toe itself, which is displaced toward the smaller toes. As the big toe continues to move toward the smaller toes, it may become displaced under or over the second toe.
well it's easy..:D we consider a cylindrical portion of a liquid and find that on an average the object(water itself) remains stationary. This gives us an idea that the upward force(buoyant force) equals the gravitational force. Therefore the buoyant force in this case is the "mg" itself but in fluids we talk in terms of the volume and density so it is V(rho)g. Plus this buoyant force in any case is independent of the object coz' it is fundamentally rooted to the Brownian motion and striking of the particles on the object which leads to the upward force. So it only depends on the volume of the object. And the buoyant force is defined as Volume *density of liquid*g.