
- A
- BZero
- C
- D
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Correct answer: QUESTION IS INCOMPLETE; NET WORK IN A CYCLIC PROCESS CANNOT BE NUMERICALLY DETERMINED WITHOUT ADDITIONAL DATA (SUCH AS HEAT SUPPLIED OR AREA ENCLOSED IN A P-V DIAGRAM).
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In a cyclic thermodynamic process, the system returns to its initial state.
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Since internal energy is a state function, the net change in internal energy over one complete cycle is:
- From the first law of thermodynamics:
Over a cycle, this becomes:
So, the net work done in a cyclic process is equal to the net heat supplied.
- However, in this question, no - graph or heat data is provided. Therefore, the only universally true conclusion for a cyclic process is:
- but work done need not be zero.
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The numerical value of work done cannot be determined from the given information alone.
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Hence, among the given options, none can be uniquely justified from the statement alone. So the stored answer cannot be concluded from the provided data.
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Also note:
- Option B (Zero) is incorrect in general, because in a cyclic process net work can be nonzero.
- Options A, C, and D are all specific numbers, but no data is given to choose among them.
Therefore, the question as presented is incomplete.
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