 3.1P: Use Table 3.1 to compute the temperatures of solid A and solid B wh...
 3.2P: Use the definition of temperature to prove the zeroth law of thermo...
 3.3P: Below Figure shows graphs of entropy vs. energy for two objects, A ...
 3.4P: Can a “miserly” system, with a concaveup entropyenergy graph, eve...
 3.5P: Starting with the result of Problem, find a formula for the tempera...
 3.6P: In Section 2.5 I quoted a theorem on the multiplicity of any system...
 3.7P: Use the result of below to calculate the temperature of a black hol...
 3.8P: Starting with the result of 1, calculate the heat capacity of an Ei...
 3.9P: In solid carbon monoxide, each CO molecule has two possible orienta...
 3.10P: An ice cube (mass 30 g) at 0°C is left sitting on the kitchen table...
 3.11P: In order to take a nice warm bath, you mix 50 liters of hot water a...
 3.12P: Estimate the change in the entropy of the universe due to heat esca...
 3.13P: When the sun is high in the sky, it delivers approximately 1000 wat...
 3.14P: Experimental measurements of the heat capacity of aluminium at low ...
 3.15P: In below used the virial theorem to estimate the heat capacity of a...
 3.16P: A bit of computer memory is some physical object that can be in two...
 3.17P: Verify every entry in the third line of Table 3.2 (starting with N?...
 3.18P: Use a computer to reproduce Table 3.2 and the associated graphs of ...
 3.19P: Fill in the missing algebraic steps to derive equations 3.30, 3.31,...
 3.20P: Consider an ideal twostate electronic paramagnet such as DPPH, wit...
 3.21P: In the experiment of Purcell and Pound, the maximum magnetic field ...
 3.22P: Sketch (or use a computer to plot) a graph of the entropy of a two...
 3.23P: Show that the entropy of a twostate paramagnet, expressed as a fun...
 3.24P: Use a computer to study the entropy, temperature, and heat capacity...
 3.25P: In below you showed that the multiplicity of an Einstein solid cont...
 3.26P: The results of either of the two preceding problems can also be app...
 3.27P: What partialderivative relation can you derive from the thermodyna...
 3.28P: A liter of air, initially at room temperature and atmospheric press...
 3.29P: Sketch a qualitatively accurate graph of the entropy of a substance...
 3.30P: As shown in below Figure, the heat capacity of diamond near room te...
 3.31P: Experimental measurements of heat capacities are often represented ...
 3.32P: A cylinder contains one liter of air at room temperature (300 K) an...
 3.33P: Use the thermodynamic identity to derive the heat capacity formula ...
 3.34P: Polymers, like rubber, are made of very long molecules, usually tan...
 3.35P: In the text I showed that for an Einstein solid with three oscillat...
 3.36P: Consider an Einstein solid for which both N and q are much greater ...
 3.37P: Consider a monatomic ideal gas that lives at a height z above sea l...
 3.38P: Suppose you have a mixture of gases (such as air, a mixture of nitr...
 3.39P: In below you computed the entropy of an ideal monatomic gas that li...
Solutions for Chapter 3: An Introduction to Thermal Physics 1st Edition
Full solutions for An Introduction to Thermal Physics  1st Edition
ISBN: 9780201380279
Solutions for Chapter 3
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Chapter 3 includes 39 full stepbystep solutions. This expansive textbook survival guide covers the following chapters and their solutions. Since 39 problems in chapter 3 have been answered, more than 66643 students have viewed full stepbystep solutions from this chapter. An Introduction to Thermal Physics was written by and is associated to the ISBN: 9780201380279. This textbook survival guide was created for the textbook: An Introduction to Thermal Physics , edition: 1.
Key Physics Terms and definitions covered in this textbook

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parallel

any symbol
average (indicated by a bar over a symbol—e.g., v¯ is average velocity)

°C
Celsius degree

°F
Fahrenheit degree