Archimedes' Principle. It all depends on the buoyant force and the densities of the two objects.
Wood float on water, bricks not.
Wrong!!!! Ships float, and submarines also float. However, submarines have special buoyancy tanks, which are filled with sea-water, which then makes then sink. The air in these tanks is removed by a vacuum, out into compressed air cylinders. , this allows water to enter and hence the submarine sinks. To make the submarine re-surface, the compressed air in the compression tanks is blown back into the buoyancy tanks, thereby pushing out the sea-water, hence the submarine re-surfaces(floats). Remember the Archimedian Principle. 'The weight of a body immersed in a fluid is equal to the weight of the fluid displaced'. As an experiment to yourself, obtain a spring balance, an house brick and a tanks of water. Attach the brick to the spring balance, with a piece of string, and note the weight in air. Now keeping the brick attached to the spring balance lower it into the water of the water tank, and note the new less weight. The difference in the weight is the weight of the water displaced by the brick. Hence Archimedes principle and the reason why ships and submarines can float, because the displace less water.
If the object does not quite float in water, adding salt to the water might make the object float, yes.
Yes and no. Rubber bands can float and sink in water. They will float on the water for awhile and then will sink. But not all the time the rubber bands will float on the water for awhile. Sometimes it will immediately sink.
no, beacuse there is more sugars patick present in it so it floats
one answer is a brick.A brick does not float on water.
for a brick to float on water 2 thirds of the mixture should be salt
using water displacement because it doesnt float on water and it doesnt dissolve in water
wow that's sad a boat that can float is any tye of boat that doesnt have a hole in it
Wood float on water, bricks not.
no it doesnt because it has lots of mass which makes in sink.
Wrong!!!! Ships float, and submarines also float. However, submarines have special buoyancy tanks, which are filled with sea-water, which then makes then sink. The air in these tanks is removed by a vacuum, out into compressed air cylinders. , this allows water to enter and hence the submarine sinks. To make the submarine re-surface, the compressed air in the compression tanks is blown back into the buoyancy tanks, thereby pushing out the sea-water, hence the submarine re-surfaces(floats). Remember the Archimedian Principle. 'The weight of a body immersed in a fluid is equal to the weight of the fluid displaced'. As an experiment to yourself, obtain a spring balance, an house brick and a tanks of water. Attach the brick to the spring balance, with a piece of string, and note the weight in air. Now keeping the brick attached to the spring balance lower it into the water of the water tank, and note the new less weight. The difference in the weight is the weight of the water displaced by the brick. Hence Archimedes principle and the reason why ships and submarines can float, because the displace less water.
Probably a rollar skate. (Not sure. :-|)
Why it happens because the mass of the brick is heavy and the force apon it is because of its weight and it makes it float and spills out of the bucket.
The "average" density of the object must be less than that of the water displaced.
First, what will the object be floating on? The principal to your question is: for an object to float, its density must be equal to or less than the density of the liquid on which it is to float. A brick will float on top of mercury, because mercury is more dense than the brick. A cork will float on water because the cork is less dense than water. The same works for gases. An aluminum baking pan will float on the invisible gas sulfurhexaflouride because SF6 gas is more dense than the baking pan.
It depends upon its shape. A solid brick of lead will sink. A lead weight pressed into the shape of a bowl will float, because it displaces more water, and is therefore buoyant enough to float.