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How can two items of the same shape and size have different densities

Sagot :

How can two objects with the same mass have different densities?

The definition of the density is mass per unit volume. In other terms, you divide the mass by the volume (its dimensions). This indicates that if two things have the same dimensions but different masses, their densities will be different.

Consider a block of concrete or a piece of wood that is both the same size. Obviously, the concrete will be heavier in mass, resulting in a higher density.

Yes, since density is determined by two factors: mass and volume. If we modify the volume while keeping the mass constant, we can have two substances with different densities but the same mass. With varying volumes gained, volume acquired also plays a function in determining the density of a material.

How about population density? Which do you think has the higher population density?

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Answer:

mass

Explanation:

for example there's two stone with the same shape and size Wich you can't tell the difference between them but if you try to hold you could really tell that one stone is heavier than the other stone