The density is not affected by gravity. it is a measure of a substances mass to volumn. Therefor the density of a steel hammer on a spaceship is the same as one on earth (approx 7850 kg/m^3)
The density of the hammer is the same no matter where it is. Density = Mass / volume. Neither Mass nor volume is dependent on gravity there for Density is also independent of gravity.
Density does not change regardless of where the object is. It is a constant.
You can, but only if you know the density (or specific gravity) of the steel. Since steel is an alloy, its density is variable - depending on the other substances and their proportions in the alloy.
Depends, of course, on the density of the steel.
The density is not affected by gravity. it is a measure of a substances mass to volumn. Therefor the density of a steel hammer on a spaceship is the same as one on earth (approx 7850 kg/m^3)
The density of the hammer is the same no matter where it is. Density = Mass / volume. Neither Mass nor volume is dependent on gravity there for Density is also independent of gravity.
The density on Earth is higher than in a spaceship, as the spaceship is typically designed to be lightweight. On Earth, the atmosphere and gravitational force contribute to a denser environment, whereas a spaceship is constructed to be less dense for efficient travel in space.
The density of a spaceship would depend on its materials, design, and construction. It could be higher or lower than 7.9 depending on these factors. Each part of the spaceship such as hull, engines, and equipment would contribute to its overall density.
Steel has the greatest density of the three.
The ball used in hammer throw is made of steel.
It is made of steel and weighs about 16 pounds
The density of aluminized steel is 2710. Additionally, the density of its counterpart, carbon steel, is slightly different at 2833.
The density of steel as per IS 2062 will vary. This is because steel's density typically changes with composition.
density of galvanized steel 7850kg/m3
density of galvanized steel 7850kg/m3
No, the density of steel is greater than the density of air. Therefore, the density of a beam made of steel will be greater than the density of the air surrounding it.