`2AB_2 (g) = 2AB (g) + B_2 (g)` if the degree of dissociation and total pressure be x and P respectively them establish the equation for Kp. Discuss the effect of temperature and pressure for the physical equilibrium.
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Discuss the effect of heat on the equilibrium N_2(g) + O_2(g) = 2NO(g)-44 KCal .

The dissociation equilibrium of AB_(2) gas is, 2AB_(2)(g) hArr 2AB(g)+B_(2)(g) The degree of dissociation of AB_(2)(g) is x and x lt lt 1 . Establish the relation among the degree of dissociation (x), equilibrium constant (K_(p)) and total pressure (P).

For the reaction AB(g)iffA(g)+B(g) , AB is 33% dissociated at a total pressure of P, then

For the reaction, 2HI(g) iff H_2(g) +I_2 (g) the degree of dissociation ( alpha ) of HI (g) is related to the equilibrium constant, K_p by expression

The equilibrium established during thermal dissociation of PCl_(5)(g) in a closed vessel is as follows: PCl_(5)(g)hArr PCl_(3)(g)+Cl_(2)(g) If the degree of dissociation of PCl_(5)(g) at equilibrium be 'x', then show that (1) 'x' is inversely proportional to the square root of the total pressure of reaction mixture at equilibrium and (2) 'x' increases with increase in volume of the system.

K_c for the synthesis of HI(g) from H_2(g) and I_2(g) is 50 The degree of dissociation of HI is

The dissociation equilibrium of AB_2 gas is : 2AB_2(g) overset (rarr)(larr) 2AB(g)+ B_2(g) .the degree of dissociation of AB_2 (g) is x and x << 1. Establish the relation among the degree of dissociation (x), equilibrium constant (K_p) and'total pressure (P).

At a pressure P , Volume V and Temperature T, the equation of State for 5g of O_2 will be-

The equilibrium constant K_(p1) and k_(p2) for the reactions xhArr2y and zhArrp+q respectively are in the ratio of 1 : 9 . If the degree of dissociation of X and z be equal then the ratio of total pressure at these equilibrium is-

At certain temperature compound AB_2(g) dissociates according to the reaction 2AB_2(g) iff 2AB(g) + B_2(g) . With degree of dissociation alpha , which is small compared with unity. The expression of K_p , in terms of alpha and initial pressure P is :