vii) Consider a case of a particles and two compartments, if m is the mumber of particles in one compartment and remaining am particles in other compartment, then the mumber of microstates in the macrostate (m, m) or thermodynamie probability is at

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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viii) Consider a case of a particles and two compartments, if m is the mumber of
particles in one compartment and remaining aa-n particles in other
compartment, then the mumber of microstates in the macrostate (m. -m) or
thermodynamie probabılity is
at
b) W(n-) =.
(a +
4,
ix)
Ia case of 4 distinguishable particles, the probabılity of occurrence of the
macrostate (3, 1) will be
a) 1/16, b) 1/5, e) 1/6, d) 1/4.
x)
In distributing three particles in two compartments under the constraint that no
compartment will remain empty, the mumber of accessible microstates are
a) 1, b) 3, c) 4, d) 2.
Transcribed Image Text:viii) Consider a case of a particles and two compartments, if m is the mumber of particles in one compartment and remaining aa-n particles in other compartment, then the mumber of microstates in the macrostate (m. -m) or thermodynamie probabılity is at b) W(n-) =. (a + 4, ix) Ia case of 4 distinguishable particles, the probabılity of occurrence of the macrostate (3, 1) will be a) 1/16, b) 1/5, e) 1/6, d) 1/4. x) In distributing three particles in two compartments under the constraint that no compartment will remain empty, the mumber of accessible microstates are a) 1, b) 3, c) 4, d) 2.
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