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Graphs for adiabatic process taking first term on $Y -$ axis.
$C o l u m n I$ $C o l u m n I I$
(A) Pressure-Temperature
(B) Volume-Temperature
(C) Pressure-Volume
(D) Pressure-Internal Energy

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$(A) - R, (B) - P, (C) - P, (D) - R$

$(A) - R, (B) - S, (C) - P, (D) - R$

$(A) - p, (B) - P, (C) - P, (D) - R$

$(A) - s, (B) - P, (C) - P, (D) - R$

answer is A.

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Detailed Solution

$P V^{γ} = c o n s t a n t, V^{(γ - 1)} T = c o n s t a n t, P^{(1 - γ)} T^{γ} = c o n s t a n t P \propto \frac{1}{V^{γ}}, P \propto T^{γ / (γ - 1)}, V \propto T^{1 / (γ - 1)} P \propto T^{γ / (γ - 1)} \propto (I.E.)^{γ / (γ - 1)}$

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