The composition of the equilibrium mixture for the equilibrium `Cl_(2) hArr 2 Cl` at 1400 K may be determined by the rate of diffusion of mixture through a pin hole. It is found that at 1400 K, the mixture diffuses 1.16 times as fast as krypton diffuses under the same conditions. Find the degree of dissociation of `Cl_(2)` equilibrium

The composition of the equilibrium mixture for the equilibrium Cl_(2)hArr2Cl at 1470^(@)K , may be determined by the rate of diffusion of mixture through a pin hole. It is found that at 1470^(@)K , the mixture diffuses 1.16 times as fast as krypton (83.8) diffuses under the same conditions. Calculate the % degree of dissociation of Cl2 at equilibrium.

The composition of the equilibrium mixture for the equilibrium Cl_(2)hArr2Cl at 1470^(@)K , may be determined by the rate of diffusion of mixture through a pin hole. It is found that at 1470^(@)K , the mixture diffuses 1.16 times as fast as krypton (83.8) diffuses under the same conditions. Calculate the % degree of dissociation of Cl2 at equilibrium.

The composition of the equilibrium mixture ( Cl_(2) 2Cl ) , which is attained at 1200^(@)C , is determined by measuring the rate of effusion through a pin hole. It is observed that a 1.80 mm Hg pressure, the mixture effuses 1.16 times as fact as krypton effuses under the same conditions. Calculate the fraction of chlorine molecules dissociated into atoms (atomic weight of Kr is 84 ).

The composition of the equilibrium mixture ( Cl_(2) 2Cl ) , which is attained at 1200^(@)C , is determined by measuring the rate of effusion through a pin hole. It is observed that a 1.80 mm Hg pressure, the mixture effuses 1.16 times as fact as krypton effuses under the same conditions. Calculate the fraction of chlorine molecules dissociated into atoms (atomic weight of Kr is 84 ).

The composition of the equilibrium mixture ( Cl_(2) 2Cl ) , which is attained at 1200^(@)C , is determined by measuring the rate of effusion through a pin hole. It is observed that a 1.80 mm Hg pressure, the mixture effuses 1.16 times as fact as krypton effuses under the same conditions. Calculate the fraction of chlorine molecules dissociated into atoms (atomic weight of Kr is 84 ).