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Why not ? The density is (mass) divided by (volume). As long as the answer to

the division is the same, the densities are the same.

Here's a simple example:

Take one brand new Golf ball. It has a mass, it has a volume, and (mass) / (volume)

is the density of the golf ball.

Now take a carton of 24 of the same identical golf balls. The whole load of them

has 24 times as much mass as the single ball, and it also has 24 times as much

volume as the single ball. When you divide the total mass by the total volume you

get exactly the same number you got for the single ball. 24 of them all together

have the same density as one of them has, even though their mass is different

from a single ball and their volume is different too.

The density doesn't depend on the mass or the volume. It only depends on the

answer to the division of one by the other. That's why it's such a useful number.

It totally does not depend on the size of the sample. The density of golf balls

can be directly and precisely compared to the density of dust particles, boulders,

battleships, and asteroids.

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Q: How can two objects with different masses and volumes have the same density?
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Related questions

If two solids have the same masses but different volumes they have?

If two solids have the same masses but different volumes they have different densities.


How is it possible for objects to have the same volume but different masses?

Their masses are different. (Mass = density * volume)


What would a graph about masses and volumes represent?

A graph about masses and volumes would represent density.


How Mass and volume can affect the density of the volume?

The definition of density is mass per unit volume. For any object or sample of a substance, it can be calculated as (mass) divided by (volume). If two objects or samples with the same volume have different masses, the one with the greater mass has greater density. If two objects or samples with the same mass have different volumes, the one with the greater volume has smaller density.


What effect does the shape of an object have upon its density?

when you are comparing 3 objects of the same volume but different masses, which ever one is the heaviest, is the most dense and the lightest is the least dense. This is because Denisty= Mass ÷ Volume and when the volumes are the same, you just need to compare the masses.


Do objects of the same size and shape have the same mass?

No, not unless they are made of the same substance. Different substances have different densities, which means that the same volumes will have different masses.


Is an objects density the measure of the amount of matter in the object compared to known masses?

is an objects density the measure of the amount of matter in the object compared to known masses


How do two objects with indentical volumes can have different densities?

Since density=Mass/volume. If 2 solutions have the same volumes, they would have different densities because their masses are different. More explanations. For example same volume of aluminum and iron would have different mass because the atomic mass of aluminum is comparatively less than that of iron. Aluminium has nearly mass 27 amu where as iron has 56 amu. The crystalline structure would bring the atoms with different lattice distances and so the density would differ. Answer Objects of same volume have different density because as Density is equal to mass over volume so according to this relation volume and density are inverseley propotional to each others so when we increase volume density decrease so two solutions can have same volume and different densities. I am sure you will be satisfied be sure to log on www.alislam.org


How is density affected if two objects have the same volume but different masses?

Greater the mass higher the density and less the mass lower the density as D = M/V For fixed V, density is directly proportional to the mass.


Why different objects have different masses?

Objects have different mass because they not weighted the same..


Can two objects have the same volume but not the same density?

no density equals mass divided by volume. if both solids have a mass of 100 grams (for example) one has a volume of 100 mL (or centimeters cubed), it's density is 1 g/mL if the other has a volume of only 50 mL it's density is 2 g/mL


If two solids have the same masses and different volumes do they have different or equal densities?

different equal