The probability that a particle will have a velocity in the x direction in the range of v x0 and v x0 is given by m 2kT dv 1 2 f( v, s V, s V, ) 2rkT 1 2 v mv 2kT dv x rkT...

The preceding integral can be rewritten using the following substitution 2 mv 2 x 2kT resulting in f ...

The probability that a particle will have a velocity in the x direction in the range of

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The probability that a particle will have a velocity in the x direction in the range of ˆ’v_x0and v_x0is given by

m? /2kT dv% 1/2 f(-v, s V, s V, ) = 2rkT 1/2 v mv /2kT dv x rkT

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Physical Chemistry

ISBN: 978-0321812001

3rd edition

Authors: Thomas Engel, Philip Reid

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Question Posted: May 17, 2018 07:27 AM

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The probability that a particle will have a velocity in the x direction in the range of

Question:

m? /2kT dv% 1/2 f(-v, s V, s V, ) = 2rkT 1/2 v mv /2kT dv x rkT

Step by Step Answer:

The preceding integral can be rewritten using the following substitution 2 mv 2 x 2kT resulting in f ...View the full answer

Physical Chemistry

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