[" 02.Following equilibrium is established at temperature "T" ."],[qquad [A(g),Longrightarrow B(g)+C(g)],[" at eq ",1M],[" If volume of the vessel is doubled then find the equilibrium concentration of each species "]]

Following equilibrium is established at temperature T. A(g)hArrB(g)+C(g ) at eq. 1M 2 M 2M . If volume of the vessel is doubled then find the equilibrium concentration of each species. (Given that : sqrt40=6.324)

Following equilibrium is established at temperature T. A(g)hArrB(g)+C(g ) at eq. 1M 2 M 2M . If volume of the vessel is doubled then find the equilibrium concentration of each species. (Given that : sqrt40=6.324)

Following equilibrium is established at temperature T. A(g) hArr B(g) + C(g) If equilibrium concentrations of A, B and C are 1M, 2M and 2M respectively, K_​p ​ for the reaction is :-

In the equilibrium, AB(s) rarr A(g) + B(g) , if the equilibrium concentration of A is doubled, the equilibrium concentration of B would become

In the equilibrium, AB(s) rarr A(g) + B(g) , if the equilibrium concentration of A is doubled, the equilibrium concentration of B would become

A(g) + 3B(g) rarr 4C(g) Initially concentration of A is equal to that of B. The equilibrium concentrations of A and C are equal. Kc is :

A(g) + 3B(g) rarr 4C(g) Initially concentration of A is equal to that of B. The equilibrium concentrations of A and C are equal. Kc is :

Consider the reaction: A(g) hArr B(g)+C(g) When the system is at equilibrium at 200^(@)C , the concentrations are found to be: [A]=0.20 M, [B]=0.30 M, [C]=0.30 M a. If the volume of the container is suddenly doubled at 200^(@)C , find the equilibrium concentrations. b. If the volume of the container is suddenly halved (instead of being doubled in part (i) at 200^(@)C , find the equilibrium concentrations.