Because the iron is more dense; it has more atoms per cubic whatever.
The density of iron is higher than that of water, so the iron nail sinks in water due to gravity pulling it downwards. The weight of the iron nail is greater than the buoyant force acting on it from the water, causing it to sink.
Water (H2O) is a chemical compound and iron (Fe) is a chemical element.
Water floats and sinks in water because water in water results in the mixing and diffusion of the water in the other water. This may sound silly, but the question was one dealing with water in water. The mixture of water and water will, after a time, become one homogenous volume of liquid.
When a metal anchor sinks in water, it demonstrates a physical change rather than a chemical change. This is because the anchor's material does not change its chemical composition when it displaces water; it simply moves from one state (above water) to another (submerged). The sinking is due to the density of the metal being greater than that of water, which is a physical property.
determine the weight of one liter of water at 5c in pounds?
The density of iron is higher than that of water, so the iron nail sinks in water due to gravity pulling it downwards. The weight of the iron nail is greater than the buoyant force acting on it from the water, causing it to sink.
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A floating object always displaces an amount of water of the same weight of the object. An object that sinks displaces the amount of fluid equal to the objects volume. Water levels rise. So to calculate either, you would need to know the weight or the volume. One other comment, the amounts are different between objects in fresh water and objects in salt water
Cast iron kitchen sinks can be found at many popular retail locations such as Lowes and Sears. Additionally, any local plumbing company can direct you to a company close buy that sells them if you are having trouble locating one.
Because the ship contains a large amount of air in it. But iron nail doesn't have any space to contain air in it. Air is a lightest thing. That can't sink in water. This method is used in submarines to sink it. There is a tank in the submarine. When they need to sink it they fill the tank with water. To float it they use to fill the tank with air.
Salt water as it is more dense than water.
One of the trendiest varieties of bathroom sinks are vessel sinks--these sinks have a free-standing bowl that is mounted to a countertop, reminiscent of old wash basins. These are available in glass, porcelain, cast iron, and even marble. For fixtures, brushed nickel is the trendiest finish.
Styrofoam floats on water, Soap sinks.
Water can support a significant amount of weight, as its buoyant force can counteract the force of gravity acting on an object placed in it. The amount of weight water can support depends on factors such as the volume of water displaced by the object and the density of the object. This is why objects float in water if they are less dense than water and sink if they are denser.
because it's density is more than one
sinks
First, buoyancy force must be defined. A force is just a fancy way of saying weight. But, the buoyancy force of an object is an upward acting force on an object in fluid (water in my example) and is equivalent to the weight of the volume of water that the object sitting in the water displaces. So, boats displace a huge volume of water and thus their buoyancy force, which is acting upwards, is very large; so, a boat will float. So, if two objects that displace amounts of water equal to their volume (think 2 blocks of substances) are put into water, and one sinks while the other floats, then the one which sank has a higher density than water and the one which floated has a lower density than water. But, if one object was shaped like a bowl and was floating, then all you can say is that it has a greater buoyancy force than the other object which sank. Note that when an object sinks, it still has a buoyancy force, but this force is not as large as the weight of the object itself, which is acting downwards, overcoming the buoyancy force. This topic gets even more confusing when talking about foams of various geometries, but I hope what I said kind of helps.