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Part d) and f), please. The other answers are attached for your reference. Part (d) In the adiabatic heating, the temperature of the gas is doubled. Write an expression for the volume V3 after this step in terms of V1. V3=? (in terms of V1) Part (f) Write an expression for the volume V4 in terms of V1. V4=? (in terms of V1)

Part d) and f), please. The other answers are attached for your reference. Part (d) In the adiabatic heating, the temperature of the gas is doubled. Write an expression for the volume V3 after this step in terms of V1. V3=? (in terms of V1) Part (f) Write an expression for the volume V4 in terms of V1. V4=? (in terms of V1)

College Physics
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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Part d) and f), please. The other answers are attached for your reference.

Part (d) In the adiabatic heating, the temperature of the gas is doubled. Write an expression for the volume V3 after this step in terms of V1.

V3=? (in terms of V1)

Part (f) Write an expression for the volume V4 in terms of V1.

V4=? (in terms of V1)

Problem 3: Consider a process that uses moles of a monatomic ideal gas operating through a Carnot cycle. The initial temperature and pressure of the gas are T, and P₁, respectively. Consider steps 1 -2,2-3, 3-4, and 4 → 1. P Part (a) Select the correct answers for the isothermal and adiabatic steps. Steps 2 → 3 and 4 → 1 are adiabatic., Steps 1-2 and 3-4 are isothermal. ✓ Correct! Part (b) Write an expression for V, in terms of n, R, T₁, and P₁. V3=1/2 V1x Wrong! V3 = V1/2 x V3 = V1 √(8) X * P3=nRT3/V3 ✓ Correct! V₁-(nRT₁) P₁ ✔ Correct! Part (c) In the isothermal compression, the gas is reduced to one-fourth its original volume. Write an expression for the pressure P₂ in terms of P, after this step. P₂-4 P₁✔Correct! * Part (d) In the adiabatic heating, the temperature of the gas is doubled. Write an expression for the volume V3 after this step in terms of V₁. V₁=(1/2)³/¹2 (V₂/3)X V₁= V₁ (22/3) Wrong! CL C g P₁ T₁ V₁ P₁ T₁ V₁ 8 Part (e) Write an expression for P3 in terms of n, R, T3 and V3. Part (f) Write an expression for the volume V4 in terms of V₁- m e m R T3 V3 R T3 V₂ d n t T4 V₁ d n t T4 V₁ Part (g) Write an expression for P4 in terms of n, R, T4 and V4. P-RTV₁ ✔ Correct! (789 HOME 1^4 5 6 1 23 0 + END VO BACKSPACE DEL CLEAR 7 8 9 MAL 4 5 6 /* 123 HOME - ||+|| - 0 END NO BACKSPACE ENGL CLEAR → P,,V,,T, P₂.V₂,T₂ P.V.T. P.V,₁,T, V
Transcribed Image Text:Problem 3: Consider a process that uses moles of a monatomic ideal gas operating through a Carnot cycle. The initial temperature and pressure of the gas are T, and P₁, respectively. Consider steps 1 -2,2-3, 3-4, and 4 → 1. P Part (a) Select the correct answers for the isothermal and adiabatic steps. Steps 2 → 3 and 4 → 1 are adiabatic., Steps 1-2 and 3-4 are isothermal. ✓ Correct! Part (b) Write an expression for V, in terms of n, R, T₁, and P₁. V3=1/2 V1x Wrong! V3 = V1/2 x V3 = V1 √(8) X * P3=nRT3/V3 ✓ Correct! V₁-(nRT₁) P₁ ✔ Correct! Part (c) In the isothermal compression, the gas is reduced to one-fourth its original volume. Write an expression for the pressure P₂ in terms of P, after this step. P₂-4 P₁✔Correct! * Part (d) In the adiabatic heating, the temperature of the gas is doubled. Write an expression for the volume V3 after this step in terms of V₁. V₁=(1/2)³/¹2 (V₂/3)X V₁= V₁ (22/3) Wrong! CL C g P₁ T₁ V₁ P₁ T₁ V₁ 8 Part (e) Write an expression for P3 in terms of n, R, T3 and V3. Part (f) Write an expression for the volume V4 in terms of V₁- m e m R T3 V3 R T3 V₂ d n t T4 V₁ d n t T4 V₁ Part (g) Write an expression for P4 in terms of n, R, T4 and V4. P-RTV₁ ✔ Correct! (789 HOME 1^4 5 6 1 23 0 + END VO BACKSPACE DEL CLEAR 7 8 9 MAL 4 5 6 /* 123 HOME - ||+|| - 0 END NO BACKSPACE ENGL CLEAR → P,,V,,T, P₂.V₂,T₂ P.V.T. P.V,₁,T, V
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