The diagram shows the graphs of pressure vs density for a given mass of an ideal gas at two temperatures T $_{1}$ and T $_{2}$ :

T $_{1}$ > T $_{2}$
T $_{1}$ = T $_{2}$
T $_{1}$ < T $_{2}$
Any of the three are possible

Question

The diagram shows the graphs of pressure vs density a given mass of an ideal gas two temperatures T-1- and T-2- -T-1- - T-2-T-1- - T-2-T-1- - T-2-Any of the three are possible

Toppr Admin · Accepted Answer

PV-nRTP-x221D-1V-xA0- is equivalent to P -x221D-xA0- d-The slope of P-d curve is proportional to tempFrom the diagram- the slopes are equal-x2234- temp T is equal for both-

The diagram shows the graphs of pressure vs density for a given mass of an ideal gas at two temperatures T1 and T2 :T1 > T2T1 = T2T1 < T2Any of the three are possible

PV=nRTP∝1V is equivalent to P ∝ d.The slope of P-d curve is proportional to tempFrom the diagram, the slopes are equal∴ temp T is equal for both.

The diagram shows the graphs of pressure vs density for a given mass of an ideal gas at two temperatures T $_{1}$ and T $_{2}$ :

T $_{1}$ > T $_{2}$
T $_{1}$ = T $_{2}$
T $_{1}$ < T $_{2}$
Any of the three are possible

$P V = n R T$
$P \propto \frac{1}{V}$ is equivalent to $P$ $\propto$ $d$ .
The slope of P-d curve is proportional to temp
From the diagram, the slopes are equal
$∴$ temp T is equal for both.