In an adiabatic process relation of relative change in pressure (Δ P/P) with relative change m volume (Δ P/V) is:

Question

In an adiabatic process relation of relative change in pressure (Δ P/P) with relative change m volume (Δ P/V) is: (A)  (1/&gamma; )( (Δ V/V) )  (B)  (1/&gamma; 2)( (Δ V/V) )  (C)  -&gamma; ( (Δ V/V) )  (D)  &gamma; ( (Δ V/V) )

Tardigrade Admin · Accepted Answer

For adiabatic process (Δ P/-( (Δ V)V ))=&gamma; P ∴ (Δ P/P)=-&gamma; ( (Δ V/V) )

Q. In an adiabatic process relation of relative change in pressure $\frac{Δ P}{P}$ with relative change m volume $\frac{Δ P}{V}$ is:

$\frac{1}{γ} (\frac{Δ V}{V})$

$\frac{1}{γ ^{2}} (\frac{Δ V}{V})$

$- γ (\frac{Δ V}{V})$

$γ (\frac{Δ V}{V})$

For adiabatic process $\frac{Δ P}{- ( \frac{Δ V}{V} )} = γ P$ $∴$ $\frac{Δ P}{P} = - γ (\frac{Δ V}{V})$

Q. In an adiabatic process relation of relative change in pressure PΔP​ with relative change m volume VΔP​ is:

γ1​(VΔV​)

γ21​(VΔV​)

−γ(VΔV​)

γ(VΔV​)