111. What is the change in internal energy of the gas? a. 2.56 x 104 J b. 1.28 x 105 J AV = ncpAT c. 6.82 x 10 JAU=(7)(20.785) (1172.6) d. 1.02 x 105 J = 170607,437 ? Cp² (+1) R = (2+1) 8.314 = 20.785 A AT = 1465.75 -293.15 AT-1172.
111. What is the change in internal energy of the gas? a. 2.56 x 104 J b. 1.28 x 105 J AV = ncpAT c. 6.82 x 10 JAU=(7)(20.785) (1172.6) d. 1.02 x 105 J = 170607,437 ? Cp² (+1) R = (2+1) 8.314 = 20.785 A AT = 1465.75 -293.15 AT-1172.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Having trouble with #111, only asking about that one. It refers to previous questions but those I have already answered.

Transcribed Image Text:€
a. 2.74 x 10³ J
b. 7.41 x 10³ J
c. 4.39 x 10³ J
d. 1.1 x 10³ J
109. How much work is done on the external environment by 7 moles of a monatomic ideal gas initially at
20°C that is ISOBARICALLY expanded at 1 atm to 5 times its original volume?
a. 2.56 x 10^ J V₁=nRT₁ = 7x8.314 x 293,15= 0.16838 m³
b. 3.41 x 104 J
101325
c.) 6.82 x 104 J
d. 0 J
110. What is the final temperature of the gas (in Celsius)?
a.
=
8.2.5 x 10 °C TB PB VB = 5TA 5 (293.15K) = 1465.75 -273.15
b. 2.98 x 10³ °C
c. 1.67 x 10³ °C
nR
1192.6°C
d. 1.19 x 10³ °C
W = P(VF-V₁)
W = 101325 x (4X0-16838)
W=P(5V₂-V₁) - P(4V₁) = 16.82×104 J
111.) What is the change in internal energy of the gas?
a. 2.56 x 10¹ J AV = nCp AT
b. 1.28 x 105 J
c. 6.82 x 10¹J AU=(7)(20.785) (1172.6)
d. 1.02 x 105 J
= 170607 437 ?
112. How much heat is absorbed by the gas during the expansion? Calculate this in two ways: First, use your
answers above for the change in internal energy and the work done. Secondly, use the specific heat at
constant pressure and the change in temperature. Compare your results (to 3 sig figs)
a. 2.56 x 104 J
b. 6.82 x 104 J
c. -1.02 x 105 J
d. 1.71 x 105 J
b. 1.83 x 104 J
C.1.69 x 104 J
d. 8.44 x 10³ J
Cp = (2+1) R = (2+1) 8.314 = 20.785
tyd be
113. How much work is done on the external environment by 5 moles of a monatomic ideal gas at 20°C if it
constant is ISOTHERMALLY expanded to 4 times its original volume?
constant a. 0 J
W = nRT x In ( 11 )
A AT = 1465.75/-293.15
AT-1172.6
= 5 x 8.314 x 293.15 x
In (4
15 x In (4) = 16,885.07 J
114. What is the change in internal energy of the gas?
AU -0
May 10, 2023, 6:49 PM
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