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Match the following : The correct answer is |
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Answer» A - V, B - I, C - II, D - III `II rarr A, V rarr B, III rarr C, I rarr D`. Their explanations are as follows : `(D) rarr I` In an isothermal reversible EXPANSION `DELTA T = 0` `Delta U = C_(V) , Delta T = 0` `(A) rarr II` If wall is adiabatic then `q = 0` From first law of thermodynamics `Delta U = q + W` `:. Delta U = W_("adiabatic")` `(C ) rarr III` For thermally conducting walls `Delta U = -q` `(B) rarr V` For close system `q != 0, w != 0` and `W = -ve` From first law of thermodynamics `Delta U = q - W` |
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