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Which statement is incorrect?...

Which statement is incorrect?

A

All reversible cycles have same efficiency

B

Reversible cycle has more efficiency than an irreversible one

C

Carnot cycle is a reversible one

D

Carnot cycle has the maximum efficiency in all cycles

Text Solution

AI Generated Solution

The correct Answer is:
To determine which statement is incorrect among the provided options, we will analyze each statement one by one. ### Step 1: Analyze Statement A Statement A claims that "all reversible cycles have the same efficiency." - **Explanation**: This statement is incorrect. While it is true that reversible cycles are more efficient than irreversible cycles, different reversible cycles can have different efficiencies depending on the specific processes and temperature limits involved. For example, a Carnot cycle operating between two different temperature reservoirs will have a different efficiency compared to another reversible cycle operating between different temperatures. ### Step 2: Analyze Statement B Statement B states that "a reversible cycle has more efficiency than an irreversible one." - **Explanation**: This statement is correct. Reversible cycles are defined as ideal processes that can be reversed without any change in the system and surroundings. They achieve maximum efficiency compared to irreversible cycles, which always have some energy losses due to friction, turbulence, etc. ### Step 3: Analyze Statement C Statement C claims that "the Carnot cycle is an irreversible cycle." - **Explanation**: This statement is incorrect. The Carnot cycle is actually a theoretical model of a reversible cycle. It is the most efficient cycle possible and serves as a standard for comparing the efficiencies of other cycles. Therefore, this statement is also incorrect. ### Step 4: Analyze Statement D Statement D states that "the Carnot cycle has maximum efficiency." - **Explanation**: This statement is correct. The Carnot cycle, being a reversible cycle operating between two temperature reservoirs, has the highest possible efficiency that can be achieved by any heat engine operating between those two temperatures. ### Conclusion After analyzing all the statements, we find that: - Statement A ("all reversible cycles have the same efficiency") is incorrect. - Statement C ("the Carnot cycle is an irreversible cycle") is also incorrect. However, since the question asks for one incorrect statement, we can conclude that the primary incorrect statement is **Statement A**. ### Final Answer The incorrect statement is **Statement A**: "All reversible cycles have the same efficiency." ---

To determine which statement is incorrect among the provided options, we will analyze each statement one by one. ### Step 1: Analyze Statement A Statement A claims that "all reversible cycles have the same efficiency." - **Explanation**: This statement is incorrect. While it is true that reversible cycles are more efficient than irreversible cycles, different reversible cycles can have different efficiencies depending on the specific processes and temperature limits involved. For example, a Carnot cycle operating between two different temperature reservoirs will have a different efficiency compared to another reversible cycle operating between different temperatures. ### Step 2: Analyze Statement B ...
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VMC MODULES ENGLISH-GASEOUS STATE & THERMODYNAMICS-JEE MAIN (ARCHIVE )
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  2. Which statement is incorrect?

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  6. During an adiabatic process, the pressure of a gas is found to be prop...

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  7. Which of the following parameters does not characterize the thermodyna...

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  8. A Carnot engine takes 3xx10^6 cal of heat from a reservoir at 627^@C a...

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  9. Which of the following statements is correct for any thermodynamic sys...

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  10. A system goes from A and B via two processes. I and II as shown in fig...

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  11. A gaseous mixture consists of 16g of helium and 16 g of oxygen. The ra...

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  14. If C(p) and C(v) denoted the specific heats of unit mass of nitrogen a...

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  19. Assume the gas to be ideal, the work done on the gas in taking it from...

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