An ideal gas is made to undergo a cycle depicted by the \((P-V)\) diagram alongside. If the curved line from \(A\) to \(B\) is adiabatic, then:
                    

1. the efficiency of this cycle is given by unity as no heat is released during the cycle.
2. heat is absorbed in the upper part of the straight-line path and released in the lower.
3. if \(T_1\) and \(T_2\) are the maximum and minimum temperatures reached during the cycle, then the efficiency is given by, \(1-\frac{T_2}{T_1}.\)
4. the cycle can only be carried out in the reverse direction as shown in the figure.
Subtopic:  Cyclic Process |
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The Carnot cycle (reversible) of gas is represented by a pressure-volume curve as shown. Consider the following statements:

I. Area \(ABCD\) = Work done on the gas
II. Area \(ABCD\) = Net heat absorbed
III. Change in the internal energy in cycle = \(0\)

Which of the statement(s) given above is/are correct?

             

1. I only 2. II only
3. II and III 4. I, II, and III
Subtopic:  Cyclic Process |
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One mole of a diatomic ideal gas undergoes a cyclic process \(ABC\) as shown in the figure. The process \(BC\) is adiabatic. The temperatures at \(A,\) \(B,\) and \(C\) are \(400\) K, \(800\) K, and \(600\) K respectively. Choose the correct statement:
               
1. The change in internal energy in the process \(BC\) is \(-500R.\)
2. The change in internal energy in the whole cyclic process is \(250R.\)
3. The change in internal energy in the process \(CA\) is \(700R.\)
4. The change in internal energy in the process \(AB\) is \(-350R.\)
Subtopic:  Cyclic Process |
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One mole of an ideal gas is taken through a cyclic process as shown in the \((V\text-T)\) diagram. Which of the following statements is correct?
1. The magnitude of the work done by the gas is \(RT_{0}\ln 2\).
2. Work done by the gas is \(V_{0}T_{0}.\)
3. Net work done by the gas is zero.
4. Work done by the gas is \(2RT_{0}\ln2\).
Subtopic:  Cyclic Process |
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