The slope of `T-P` graph for a given mass of a gas increases, the volumn of the gas

For a given mass of a gas, if pressure increases :

The P-T graph for the given mass of an ideal gas is shown in figure. Then the volume

The P-T graph for the given mass of an ideal gas is shown in figure. Then the volume

pV-p graph of an ideal gas in

For a given mass of gas isobar is the graph drawn between

(i) The equation of state of a real gas is P(V-b)=RT. Can the gas be liquified? Explain. (ii) Sketch log P vs log V graph for a given mass of an ideal gas at constant temperature and indicate the slope.

The graph of PV vs P for a gas is

The p-T graph for the given mass of an ideal gas is shown in figure. What inference can be drawn regarding the change in Volume (whtherit is constant, increasing or decreasing) ?

The p-T graph for the given mass of an ideal gas is shown in figure. What inference can be drawn regarding the change in Volume (whtherit is constant, increasing or decreasing) ?

The p-T graph for the given mass of an ideal gas is shown in figure. What inference can be drawn regarding the change in volume (whether it is constant, increasing or decreasing) ? How to proceed Definitely, it is not constant. Because when volume of the gas is constant p-T graph is a straight line passing through origin. The given line does not pass through origin, hence volume is not constant. . V = (nR)((T)/P) Now, to see volume of the gas we will have to see whether (T)/(P) is increasing or decreasing.