What displaces more water- Mass or Volume?

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The discussion centers on the concept of water displacement, comparing mass and volume of objects. It clarifies that displacement is determined by the volume of the object submerged in water, not its mass. When an object is dropped into water, it displaces an amount equal to its volume, regardless of its weight. In scenarios where two objects of the same volume but different masses are considered, the water displacement remains the same since it is based solely on volume. The conversation also touches on the assumption that the objects are denser than water, which affects whether they sink or float.
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What will displace more water- an object with greater mass, or greater volume?

For instance, if you have a glass of water and you drop an object in that is heavy (mass), but relatively small in size versus dropping an item that is much larger in size (volume), but not nearly as heavy, which item would displace more?

The second part of the question.

Assume you had two items of the same size (volume), but two different weights or mass.

Would the displacement be the same based on volume, or greater based on mass?
 
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Realityguy said:
What will displace more water- an object with greater mass, or greater volume?

For instance, if you have a glass of water and you drop an object in that is heavy (mass), but relatively small in size versus dropping an item that is much larger in size (volume), but not nearly as heavy, which item would displace more?

The second part of the question.

Assume you had two items of the same size (volume), but two different weights or mass.

Would the displacement be the same based on volume, or greater based on mass?

Are we automatically assuming that the objects are denser than water(ie sink), or do we need to "hold" them under, like we would styrofoam?

If we hold them under or they sink this is pretty straight forward...
 
If the objects sink or we can "hold" them under maybe think of it this way...

If we filled water up to the top of a glass and then put a small cube of a very dense metal that weighed more or had a greater mass than all the water in the glass, would all the water jump out? Or only an amount equal to the size (read as volume) of the cube?
 
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