If the water is at standard temperature and pressure (25 degrees Celsius and one atmosphere), the water has density of 1 kilogram per liter. When submerged, the metal displaces its own volume of water. Therefore, the volume of the metal is 1 liter, and the density of the metal is 6 kg/liter.
The metal block's density is about 13.636 g/cm3
2
As far as I am aware, there is no elemental metal with a density of 9.5 g per cm3. Thulium (9.32) is followed by Bismuth (9.75). But I presume that you can alloy one or metals with density lower than 9.5 and one or more with higher density.
Yes. And the question is ... The sphere is certainly not made of a common metal. It could be Europium or an alloy or common elements.
Yes, the density of an object has no relation the number of pieces that the object is divided into, nor to the size of the obect. For example: The density of 1 pound of steel is exactly the same as the density of 1 ton of identical steel, and the density of 1 mL of water is exactly the same as the density of one Liter of water. That is the textbook answer, in real life most cutting techniques disturb the boundary of the cut line. So if you want a real to life answer then the density is only changed at the cut line where temperature and pressure will effect the structure of the metal being cut. Textbook answer is density remains unchanged throughout the whole of the material no matter how many times you cut it. think of density as "how hard something is packed together at the molecular level". This is a ok way to look at density. Cheers!
It depends on the metal. Lithium has lower density than water: 0.534 kg per liter. Copper is 8.94 kg per liter. Tungsten, which is now used as sinkers for fishing is 19.25 kg per liter. Osmium is the density champion at 22.59 kg per liter.
You can determine if something will float in water by comparing its density to the density of water. If the object is less dense than water, it will float. If it is more dense, it will sink. You can also use the buoyancy principle: an object will float if the weight of the water it displaces is equal to or greater than its own weight.
Wood is more buoyant than metal because wood has a lower density than metal. Buoyancy is a result of the object's density compared to the density of the fluid it is in. Since wood is less dense than metal, it displaces more water and experiences an upward buoyant force that keeps it afloat.
When a more reactive metal displaces a less reactive metal in a solution what is the reaction calledRead more: When_a_more_reactive_metal_displaces_a_less_reactive_metal_in_a_solution_what_is_the_reaction_called
Usually yes; but depending on the metal, the density can be anywhere from less than one (kg/liter, i.e., the density of water), to about 20.
An object will sink in water if it has a greater density than the water. This refers to the object's TOTAL or AVERAGE density, not necessarily the density of individual parts. Specifically, in the case of a ship, it includes the air that is trapped inside.
Every metal has a density.
Low Density a Metal?NO!!!!
The density of the metal is 19300 kg/m^3. This is calculated by dividing the mass (38600 kg) by the volume (2.0 m^3).
First, convert the volume of water to grams using the density of water. The density of water is 1g/cm^3, so 65.8 mL of water is equivalent to 65.8 grams. Since the mass of the titanium displaces an equal volume of water (65.8g), the mass of the titanium is also 65.8g.
The density of the metal in the crushed can remains the same as the density of the metal before it was crushed. Density is an intrinsic property of a material that does not change with physical alterations like crushing. So, the density of the metal in the can will not change due to the crushing process.
There are two types of single-replacement reactions: metal displacement reactions and non-metal displacement reactions. In metal displacement reactions, a more reactive metal displaces a less reactive metal in a compound. In non-metal displacement reactions, a more reactive non-metal displaces a less reactive non-metal in a compound.