At a temperature T, a compound `AB_4(g)` dissociates as `2AB_4(g) hArr A_2(g)+4B_2(g)` with a degree of dissociation x, which is small compared with unity. The expression of `K_p` in terms of x and total pressure P is :

At a certain temperature T, a compound AB_(4)(g) dissociates as 2AB_(4)(g)hArrA_(2)(g)+4B_(2)(g) with a degree of dissociation x, which is very small as compared to unity. The expression of K_(p) interms of x and total equilibrium pressure p is-

At a certain temperature T , a compound AB_(4)(g) dissociates as 2AB_(4)(g)hArrA_(2)(g)+4B_(2)(g) with a degree of dissociation alpha , which compared to unity. The expressio of K_(P) in terms of alpha and total pressure P is:

At a certain temperature T , a compound AB_(4)(g) dissociates as 2AB_(4)(g)hArrA_(2)(g)+4B_(2)(g) with a degree of dissociation alpha , which compared to unity. The expressio of K_(P) in terms of alpha and total pressure P is:

At temperature T, a compound AB_2(g) dissociates according to the reaction 2AB_2(g) hArr 2AB(g) + B_2 (g) with a degree of dissociation x, Which is small compared with unity. Predict the expression for K_p in terms of x and the total pressure P.

At temperature T, a compound AB_(2)(g) dissociates according to the reaction 2AB_(2)(g)hArr2AB(g)+B_(2)(g) with degree of dissociation alpha , which is small compared with unity. The expression for K_(p) in terms of alpha and the total pressure P_(T) is

At temperature T, a compound AB_(2)(g) dissociates according to the reaction 2AB_(2)(g)hArr2AB(g)+B_(2)(g) with degree of dissociation alpha , which is small compared with unity. The expression for K_(p) in terms of alpha and the total pressure P_(T) is

At certain temp. compound AB_(2(g)) dissociate according to reaction AB_(2(g))hArrAB_(g)+B_(g) with degree of dissociation prop_(1) which is small compared with unity. The expression of K_(P) in terms of prop and initial pressure P is :-