An ideal gas equation can be written as P = (ρ RT)/(M₀) where ρ and M₀ are respectively, (a) number density, mass of the gas (b) mass density, mass of the gas (c) number density, molar mass (d) mass density, molar mass

Answer: (d). PV = m/M₀RT ⇒ P = m/V/M₀ = (ρ RT)/(M₀) Here ρ = m/V is mass density and M₀ is molar mass. So the answer is (d) mass density, molar mass.

An ideal gas equation can be written as P = (ρ RT)/(M₀) where ρ and… | NEET 2020 (Phase 2)

Q65NEET 2020 · PHASE 2Medium

Gas Laws & Ideal Gas Equation

An ideal gas equation can be written as

$P = \frac{\rho RT}{M_0}$

where $\rho$ and $M_0$ are respectively,

Show answer and solution

Answer: (d)

$PV = \dfrac{m}{M_0}RT \Rightarrow P = \dfrac{m}{V}\cdot\dfrac{RT}{M_0} = \dfrac{\rho RT}{M_0}$
Here $\rho = m/V$ is mass density and $M_0$ is molar mass.
So the answer is (d) mass density, molar mass.