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Which of the following statements are true?Question 4Answera.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the adiabatic expansion and adiabatic compression steps. b.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal expansion and adiabatic expansion steps. c.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal compression and adiabatic compression steps. d.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal compression and isothermal expansion steps.

Question

Which of the following statements are true?Question 4Answera.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the adiabatic expansion and adiabatic compression steps. b.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal expansion and adiabatic expansion steps. c.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal compression and adiabatic compression steps. d.For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the isothermal compression and isothermal expansion steps.

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Solution

The correct statement is:

a. For the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the adiabatic expansion and adiabatic compression steps.

Explanation:

The Carnot cycle consists of four steps: isothermal expansion, adiabatic expansion, isothermal compression, and adiabatic compression. However, in the cyclic integral of del(Q)/T for the Carnot cycle, the final terms in the equation arise from the adiabatic steps. This is because during the adiabatic steps, there is no heat exchange (Q=0), so these steps contribute to the final terms in the equation.

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