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 following equilibrium reaction, 2A hArr B +C the equilibrium concentrations of A, B and C are 1xx10^(-3) M , 2xx10^(-3) M and 3xx10^(-3) M respectively at 300 K. The value of K_c for this equilibrium at the same temperature is

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)

In a closed container for the reaction A_((g)) + B_((g)) harr 2C_((g)) , K_(C)=9 .If the initial concentrations of "A,B" and "C" are "1M,1M," and "2M" respectively,then at equilibrium (1) [A]=[B]=[C] (2) C=3[A] (3)"[B],=0.8M (4) [A]=[B]!=[C]

In the equilibrium, 2A(g)hArr2B(g)+C_(2)(g) the equilibrium concentrations of A, B and C_(2) at 400 K are 1xx10^(-4)M,2.0xx10^(-3)M, 1.5xx10^(-4)M respectively. The value of K_(C) for the equilibrium at 400 K is

Consider the equilibrium : P_((g))+2Q_((g))hArrR_((g)) . When the reaction is carried out at a certain temperature, the equilibrium concentration of P and Q are 3M and 4M respectively. When the volume of the vessel is doubled and the equilibrium is allowed to be re-established, the concentration of Q is found to be 3M . Find: ( a ) K_(c) ( b ) Concentration of R at two equilibrium stages.