Do ideal gases move at the same speed?

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Lori
I've learned that ideal gases have the same average kinetic energy, but this doesn't necessarily mean that they have the same speeds within a container..Instead, is it right to say that (according to kinetic molecular theory) that the speed of molecules at an instance is a wide range of speeds?
 
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I moved the thread to our homework section.
Lori said:
I've learned that ideal gases have the same average kinetic energy, but this doesn't necessarily mean that they have the same speeds within a container
Right.
Lori said:
Instead, is it right to say that (according to kinetic molecular theory) that the speed of molecules at an instance is a wide range of speeds?
While that is correct, it is not an answer to the question about the average speed.

For a fixed kinetic energy, how can you find the corresponding particle speed? Does this depend on the type of gas?
 
mfb said:
I moved the thread to our homework section.Right.While that is correct, it is not an answer to the question about the average speed.

For a fixed kinetic energy, how can you find the corresponding particle speed? Does this depend on the type of gas?
i think it depends on the mass. The greater the mass , the slower the particle and vice versa. So, since kinetic energy is same in ideal gases, wouldn't the mass make no difference and so velocity is same?
 
Lori said:
The greater the mass , the slower the particle and vice versa.
Right.
Lori said:
So, since kinetic energy is same in ideal gases, wouldn't the mass make no difference and so velocity is same?
That directly contradicts what you figured out before.
 
mfb said:
Right.That directly contradicts what you figured out before.
oh i was just confused, cause i wasn't sure if ideal gasses would neglect mass. but nvmd, cause kinetic energy is the same which means that mass is involved