K Answers to Numerical Exercises and Odd-Numbered Numerical Problems 134726.15
Uom(298.15 K) 3718 .5 J mol−^1
Som 169 .69 J K−^1 mol−^1
Gom− 44 .40 k J mol−^126.17
At298.15 K,Hmo 6 .1974 kJ mol−^1
At500.0K,Hmo 10 .393 kJ mol−^1
26.19
K 27. 026.21
K 0. 46226.23
a. K≈ 6
b. K≈ 226.25
a. K≈ 2
b. K≈ 126.29
K 3. 39326.31
∆S‡o≈−100 J K−^1 mol−^126.33
k 5. 23 × 106 m^3 mol−^1 s−^1
5. 23 × 109 L mol−^1 s−^1
Ea 7 .13 kJ mol−^1
NAν∆ε
‡
0 ^5 .00 kJ mol− 126.35
a. Sst 4. 9099 × 10 −^23 JK−^1
b. Ω 56
c.Ω 20
d. For part b,Sst 5. 55764 × 10 −^23 JK−^1
For part c,Sst 4. 13609 × 10 −^23 JK−^1
e.Sst 8. 1745 × 10 −^23 JK−^1
f. Sst 8. 6937 × 10 −^23 JK−^1
g. For〈ε〉 5 hν,T1633 K
For〈ε〉 4 hν,T1385 K
For〈ε〉 3 hν,T1133 K26.37
a. Am,36−Am,40 391 .6JK−^1 mol−^1
b. Um,36−Um,40 0c. Sm,36−Sm,40− 1 .3136 J K−^1 mol−^1
d. ∆Smix 0 .2168 J K−^126.39
a. Ea272 kJ mol−^1
b. ratio 243Chapter 27 Exercises
27.4
a. At 298.15 K,zvib 1. 2627
At 1000.0K,zvib 2. 6753
b. At 298.15 K,kBT
hcv ̃e 0. 63699At 1000.0K,kBT
hcv ̃e 2. 136527.7
b. At 1000.0K,Uvib 6519 .9 J mol−^1
c.At 298.15 K,Uvib 0 .0000314 J mol−^1
At 1000.0K,Uvib 93 .775 J mol−^1
27.8
Svib,cl 18 .0895 J K−^1
27.10
B 2 6. 13 × 10 −^5 m^3 mol−^1
27.11
b. B 2 − 2. 1 × 10 −^5 m^3 mol−^1Chapter 27 Problems
27.1
Z 104.^48 ×^102427.5
a. Z≈e^9.^70 ×^1024
≈ 104.^21 ×^1024b. ln(probability)− 1. 06 × 1025
27.9
a. U 3718 .5J
b. z 2. 4429 × 1032
Z 105.^4455 ×^1024c.probability≈ 10 −^5.^838 ×^102427.11
a. G◦m(298.15 K)−Hm◦(0 K)− 37 .430 kJ mol−^1
A◦m(298.15 K)−Hm◦(0 K)− 39 .909 kJ mol−^1
b. Z 104.^2105 ×^1024