A canister with a piston contains 1.05 kg of air at 30.0°C and 1.25 x 105 Pa. Energy is transferred by heat into the system as it expands and the pressure rises to 4.25 x 105 Pa. Throughout the expansion, the relationship between pressure and volume is given by P = C1/2) where C is a constant. Air may be modeled as a diatomic ideal gas with a molar mass of M = 28.9 g/mol. Determine the following. (a) initial volume (in m3) 0.732 v m3 (b) final volume (in m3) 8.462 (c) final temperature (in K) 11906 (d) work done on the air (in ) (e) energy transferred by heat (Enter the magnitude in MJ.)

Physics for Scientists and Engineers: Foundations and Connections
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Author:Katz, Debora M.
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Chapter19: Temperature, Thermal Expansion And Gas Laws
Section: Chapter Questions
Problem 40PQ: On a hot summer day, the density of air at atmospheric pressure at 35.0C is 1.1455 kg/m3. a. What is...
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A canister with a piston contains 1.05 kg of air at 30.0°C and 1.25 x 105 Pa. Energy is transferred by heat into the system as it expands and the pressure rises to 4.25 x 105 Pa.
Throughout the expansion, the relationship between pressure and volume is given by P = C1/2) where C is a constant. Air may be modeled as a diatomic ideal gas with a molar mass of
M = 28.9 g/mol. Determine the following.
(a) initial volume (in m3)
0.732
m3
(b) final volume (in m3)
8.462
(c) final temperature (in K)
11906
(d) work done on the air (in 3)
(e) energy transferred by heat (Enter the magnitude in MJ.)
M)
Transcribed Image Text:A canister with a piston contains 1.05 kg of air at 30.0°C and 1.25 x 105 Pa. Energy is transferred by heat into the system as it expands and the pressure rises to 4.25 x 105 Pa. Throughout the expansion, the relationship between pressure and volume is given by P = C1/2) where C is a constant. Air may be modeled as a diatomic ideal gas with a molar mass of M = 28.9 g/mol. Determine the following. (a) initial volume (in m3) 0.732 m3 (b) final volume (in m3) 8.462 (c) final temperature (in K) 11906 (d) work done on the air (in 3) (e) energy transferred by heat (Enter the magnitude in MJ.) M)
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