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Ideal Gas Equation

The state of ...

Question

The state of a mole of an ideal gas changed from state A at pressure $2 P$ and volume V follows four different processes and finally returns to initial state A reversibly as shown in the graph, answer the following question.

What would be the total work done by the gas?

A

- P V

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B

P V

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C

0

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D

None of these

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Solution

The correct option is A $- P V$

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Similar questions

The state of a mole of an ideal gas changed from state A at pressure

2 P

and volume V follows four different processes and finally returns to initial state A reversibly as shown in the graph, answer the following question.

What would be the work done in state B to C?

The state of a mole of an ideal gas changed from state

A

2 P

V

follows four different processes and finally returns to initial state

A

reversibly as shown in the graph, answer the following question.

Which is the kind of process followed from state

A

B

?

Q. The state of a mole of an ideal gas changed from state A(

2 p, v

) through four different processes and finally return to initial state A reversibly as shown below.

Calculate the total work done by the system and heat absorbed by the system in the cyclic process respectively.

Q. The state of a mole of an ideal gas changed from state A(

2 p, v

) through four different processes and finally return to initial state A reversibly as shown below.

Calculate the total work done by the system and heat absorbed by the system in the cyclic process respectively.

P_{i}, V_{i}

are initial pressure and volume and

V_{f}

is the final volume of a gas in a thermodynamic process respectively. If

P V^{n} = C o n s t a n t

, then the amount of work done by gas:

(γ = C_{p} / C_{v})

. Assume same, initial state & same final volume in all processes

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