A certain gas obeys P ( V m - b )= RT. The value of (( partial Z/ partial P )) T is (x b / RT ) The value of x is. (Integer answer) (Z: compressibility factor)

Question

A certain gas obeys P ( V m - b )= RT. The value of (( partial Z/ partial P )) T is (x b / RT ) The value of x is. (Integer answer) (Z: compressibility factor) (A)  (B)  (C)  (D)

Tardigrade Admin · Accepted Answer

Z=1+( Pb / RT ) (( partial Z / dP )) T =0+( b / RT ) × 1

Q. A certain gas obeys $P (V_{m} - b) = RT$ . The value of $(\frac{\partial Z}{\partial P})_{T}$ is $\frac{x b}{RT}$ The value of $x$ is____. (Integer answer) (Z: compressibility factor)

$Z = 1 + \frac{P b}{RT}$

$(\frac{\partial Z}{d P})_{T} = 0 + \frac{b}{RT} \times 1$

Q. A certain gas obeys P(Vm​−b)=RT. The value of (∂P∂Z​)T​ is RTxb​ The value of x is____. (Integer answer) (Z: compressibility factor)

Z=1+RTPb​ (dP∂Z​)T​=0+RTb​×1

Q. A certain gas obeys $P (V_{m} - b) = RT$ . The value of $(\frac{\partial Z}{\partial P})_{T}$ is $\frac{x b}{RT}$ The value of $x$ is____. (Integer answer) (Z: compressibility factor)

$Z = 1 + \frac{P b}{RT}$

$(\frac{\partial Z}{d P})_{T} = 0 + \frac{b}{RT} \times 1$