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<strong>phy1004</strong>W<br />

Thermal Physics<br />

IG-10<br />

Q11.2.a<br />

Two objects share a total energy E = E 1 +E 2 . There<br />

are 10 ways to arrange an amount of energy E 1 in<br />

the first object and 15 ways to arrange an amount<br />

of energy E 2 in the second object. How many<br />

different ways are there to arrange the total energy<br />

E = E 1 +E 2 so that there is E 1 in the first object and<br />

E 2 in the other?<br />

Ω(E) = Ω(E 1 ) Ω(E 2 )<br />

= (10)(15)<br />

= 150<br />

1) 10<br />

2) 15<br />

3) 25<br />

4) 150<br />

5) 1x10 15<br />

Using Greek symbol Ω “Omega” to represent # of ways<br />

47

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