If Pd vs. P(where P denotes pressure in atm and d denotes density in gm/L ) is plotted for He gas (assume ideal ) at a particular temperature. If `[(d)/(dP)(pd)]_(P=8.21"atm")=5,` then the temperature wil be

Why is the PV vs P plot for an ideal gas at a given temperature parallel to P axis?

What is the slope of the plot of log P vs log V for a given amount of an ideal gas at a givem temperature?

If P, V, and d are the pressure, Volumne and density of a given mass of gas at constant temperature, choose the correct option.

which one of the following graph is not correct for ideal gas ? d=density ,P=pressure,T=Temperature

which one of the following graph is not correct for ideal gas ? d=density ,P=pressure,T=Temperature

An ideal gas expands following a relation (P^(2))/(rho) = constant, where P = pressure and rho = density of the gas. The gas is initially at temperature T and density rho and finally its density becomes (rho)/(3) . (a) Find the final temperature of the gas. (b) Draw the P – T graph for the process.