Variation of internal energy with density of 1 mol of monatomic gas is depicted in diagram. The corresponding variation of pressure with volume can be depicted as (assume the curve is rectangular hyperbola)

Question

Variation of internal energy with density of 1 mol of monatomic gas is depicted in diagram. The corresponding variation of pressure with volume can be depicted as (assume the curve is rectangular hyperbola) Question

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Tardigrade Admin · Accepted Answer

Since Uρ = textconstant (P/ρ )=(R T/M) P = constant since ρ is increasing, therefore V is decreasing.

Q. Variation of internal energy with density of $1 m o l$ of monatomic gas is depicted in diagram. The corresponding variation of pressure with volume can be depicted as (assume the curve is rectangular hyperbola)

Since $U ρ = constant$
$\frac{P}{ρ} = \frac{RT}{M}$
$P$ = constant since $ρ$ is increasing, therefore $V$ is decreasing.

Q. Variation of internal energy with density of 1mol of monatomic gas is depicted in diagram. The corresponding variation of pressure with volume can be depicted as (assume the curve is rectangular hyperbola)

Since Uρ=constant ρP​=MRT​ P = constant since ρ is increasing, therefore V is decreasing.

Q. Variation of internal energy with density of $1 m o l$ of monatomic gas is depicted in diagram. The corresponding variation of pressure with volume can be depicted as (assume the curve is rectangular hyperbola)

Since $U ρ = constant$
$\frac{P}{ρ} = \frac{RT}{M}$
$P$ = constant since $ρ$ is increasing, therefore $V$ is decreasing.