Equilibrium concentration of B if initial moles of 'A','B' and 'C'are 8,16 and 16 respectively in 1 litre container, is :
Given : `A(g)+3B(g)hArr C(g) " " K_C=10^(9)M^(-3)`

A(G)+B(g)hArrC(g)+D(g) Above equilibrium is established by taking A& B in a closed container. Initial concentration of A is twice of the initial concentration of B. At equilibrium concentraons of B and C are equal. Then find the equilibrium constant for the reaction, C(g)+D(g)hArrA(g)+B(g) .

For the given reaction, [A(g)+2B(g)rarr3C(g)] , Find the equilibrium concentration of "B" (mol "/L" ) in "1/8" litre container if two moles of "A" and four moles of "B" are taken initially.Given " (K_(c)=2times10^(-3))

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 :-

2 mol of C(g) and 4 mole of D(g) are taken in a closed rigid container of 1 litre volume and allowed to attain equilibrium as : A(g)+2B(g)hArr C(g)+D(g),K_C=10^(-8) Calculate the equilibrium concentration of C(g).(If your answer in scientific notation is x xx10^(-y) then fill y).

Calculate Delta G (in joule) for the reaction 2A(g) to B(g)+C(g) when mixture contains 1 mole of A, 2 moles of B and 1 mole of C at total pressure of 10 atm and 300 K. [Given : G_(m)^(@),A(g)=40 "kJ mol"^(-1) , G_(m)^(@),B(g)=60 "kJ mol"^(-1) , G_(m)^(@),C(g)=20 "kJ mol"^(-1) , R=8.3 JK^(-1)mol^(-1) and "In " 2=0.7 ]

For a reaction : A(g)+2B(g)hArrC(g)+D(g)+E(g), K_(eq)=2 Calculate equilibrium concentration of B if initially 10 moles of A are mixed with 20 moles of b in a 2 litre rigid container.

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]

For given two equilibrium attained in a container which are correct if degree of dissociation of A and A' are alpha and alpha^(3) A_((s)) hArr 2 B_((g)) + C_((g)) , Kp_(1) = 8 xx 10^(-2) , A'_((s)) hArr 2B_((g)) + C_((g)) , K_(p_(2)) = 2 xx 10^(-2)

At equilibrium, the concentration of A_(2) (g), B_(2) (g) and AB(g) are 1times10^(-2) M, 2times10^(-2) M" and 4times10^(-2) M respectively in a sealed vessel at "273K" .The value of K_(C) for the reaction A_(2) (g)+ B_(2) (g) harr 2AB(g) is A )4 B) 16 C) 6 D) 8