The correct van der Waals equation for 1 mole of a real gas is :
The correct option in which the density of argon (Atomic mass = 40) is highest:
Which amongst the following options is correct graphical representation of Boyle's law?
Four gas cylinders containing He, N2, CO2 and NH3 gases separately are gradually cooled from a temperature of 500 K. Which gas will liquify first?
(Given Tc in K $-$ He : 5.3, N2 : 126, CO2 : 304.1 and NH3 : 405.5)
Which one is not correct mathematical equation for Dalton's Law of partial pressure? Here p = total pressure of gaseous mixture
where pi = partial pressure of ith gas
${\chi _i}$ = mole fraction of ith gas in gaseous mixture where ${\chi _i}$ = mole fraction of ith gas in gaseous mixture
$p_i^o$ = pressure of ith gas in pure state
A 10.0 L flask contains 64 g of oxygen at 27$^\circ$C. (Assume O2 gas is behaving ideally). The pressure inside the flask in bar is (Given R = 0.0831 L bar K$-$1 mol$-$1)
[Given R = 0.082 L atm mol$-$1K$-$1, T = 273 K]
[Use atomic masses (in g mol$ - $1) : N = 14, Ar = 40]
$\left( {p + {{a{n^2}} \over {{V^2}}}} \right)$ (V $-$ nb) = n RT
where $a$ and $b$ are van der Waals constants. Two sets of gases are
(I) O2, CO2, H2 and He
(II) CH4. O2 and H2
The gases given in set-I in increasing order of b and gases given in set-II in decreasing order of $a$, are arranged below. Select the correct order from the following
Assertion : The graph between $p V$ v/s $\frac{1}{V}$ is a straight line.
Reason : For adiabatic process, $p \propto \frac{1}{V}$
