At `27^(@)C,N_(2)O_(4)` has vapour density`=(230)/(6)`. If the equilibrium pressure is `0.96 atm`, then find `DeltaG^(@)`. ( given `log2 =0.3)`

The density of methane at 6.0 atm pressure and 27^0C is :

The density of methane at 2.0 atm pressure and 27^0C is :

The density of methane at 4.0 atm pressure and 27^0C is :

The density of methane at 3.0 atm pressure and 27^0C is :

The density of methane at 5.0 atm pressure and 27^0C is :

The density of methane at 2.0 atm pressure at 27^(@)C is :

N_(2)O_(4)(g) is dissociated to an extent of 20% at equilibrium pressure of 1.0 atm and 57^(@)C . Find the percentage of N_(2)O_(4) at 0.2 atm and 57^(@)C .

N_(2)O_(4)(g) is dissociated to an extent of 20% at equilibrium pressure of 1.0 atm and 57^(@)C . Find the percentage of N_(2)O_(4) at 0.2 atm and 57^(@)C .

Consider the following equilibrium: SO_(3) rarr SO_(2)+O_(2) 8.0 g of SO_(3) are put in a container at 600^(@)C . The equilibrium pressure and density are 1.8 atm and 1.6 g L^(-1) , respectively. Find the value of K_(p) .