Can Different Molecule and Atom Masses Affect Buoyancy and Particle Count?

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Homework Help Overview

The discussion revolves around the concepts of buoyancy, density, and the relationship between the mass of molecules and atoms in different substances. The original poster presents a series of questions regarding how different masses and particle counts of molecules and atoms affect buoyancy in liquids.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to clarify their understanding of buoyancy and particle counts in relation to the mass of molecules versus atoms. Participants explore the implications of mass density and the relationship between the number of particles in different substances.

Discussion Status

Participants are engaged in clarifying the original poster's questions. Some guidance has been offered regarding the relationship between the mass of molecules and atoms, as well as the implications for buoyancy and particle counts. There appears to be an ongoing exploration of the concepts without a clear consensus.

Contextual Notes

The discussion includes assumptions about the properties of compounds and elements, as well as the conditions under which the blocks float and displace liquid. There is mention of the same number of particles per unit volume, which may influence the interpretations being discussed.

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Help for a basic (to some) problem (didn't mean program)

I have 5 questions that I need help with. I'll give my answer and I just need clarification on whether or not its wrong and how I can correct it.

1.) A block is placed in two different liquids. It floats in both, but with different volumes immersed. The liquid in which it displaces the larger volume is a compound while the other liquid is an element, and both substances have the same number of particles per unit volume. Could the molecules of the compound have a larger mass than the atoms of the element? Explain Fully.

-- No, because if the molecules had a larger mass than the block would float instead of sink. (Thats my way of thinking, but physics isn't something I really understand without a book. My teacher doesn't teach that way. )

2.) Two blocks, one made of a compound and one of an element, are placed in the same liquid. The two blocks displace the same volumes and both float. If the mass of the atoms is the same as the mass of the molecules, how does the number of particles in these two blocks compare? Explain Fully.

-- (this one is making me crazy) I think the numbers of particles are different because both blocks are two different substances and one has more particles than the other.
 
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1. The compound has a lower mass density than the element. So for equal volumes, it would have less mass, but we are told that for equal volumes, it has same particle number. The mass of a single molecule must thus be less than the mass of the single atom, so you are correct when you say "no."

2. Since the same volume of liquid is displaced, the mass of the two blocks is the same. Since we are told the molecule has the same mass as the atom, it must be the case that the number of molecules in the one block is the same as the number of atoms in the other block.
 
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so your saying for 1.) they are even since they have the same number of particles?

and for 2.) your saying that they too are even because the mass is the same for the compound and the element?
 
"1.) they are even since they have the same number of particles?"


I'm not quite sure what you mean by "they are even" in this particular context, so I will just repeat that the mass of the molecule and the mass of the atom are not the same, or "not even," if you prefer to say it that way.

2. "they too are even because the mass is the same for the compound and the element?"

That is probably a fair thing to say. Note that the densities of the two blocks could very well be different from one another, in this second case.
 
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what I mean to say was equal.
 
1. mass of molecule < mass of atom

2. number of molecules in one block = number of atoms in other block

So since you mean "equal" when you say "even," then I am saying "no" to Q1 and "yes" to Q2. I hope this clarifies things.
 

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