Home
Class 11
CHEMISTRY
The gas A(2) in the left flask allowed t...


The gas `A_(2)` in the left flask allowed to react with gas `B_(2)` present in right flask as `A_(2)(g)+B_(2)(g)hArr2AB(g),K_(c)=4` at `27^(@)C.` What is the concentrartion of AB when equilibrium is established ?

A

`1.33` M

B

`2.66` M

C

`0.66` M

D

`0.33` M

Text Solution

Verified by Experts

The correct Answer is:
C
Promotional Banner

Similar Questions

Explore conceptually related problems

In a reaction A_(2)(g)+4B_(2)(g) hArr 2AB_(4)(g), DeltaH lt 0 . The formation of AB_(4) is not favoured by

For the Chemical reaction A_(2(g)) + B_(2(g)) hArr 2 AB(g) the amount of AB at equilibrium is affected by

1 mol of H_(2), 2 mol of I_(2) and 3 mol of HI were taken in a 1-L flask. If the value of K_(c) for the equation H_(2)(g)+I_(2)(g) hArr 2HI(g) is 50 at 440^(@)C , what will be the concentration of each specie at equilibrium?

When A_(2) and B_(2) are allowed to react, the equilibrium constant of the reaction at 27^(@)C is found (K_(c)=4) . A_(2(g))+B_(2(g))hArr2AB_((g)) what will be the equilibrium concentration of AB?

For the reaction A_((s)) + 2B_((g)) ƒhArr 3C_((g)) . At constant pressure on addition of inert gas, the equilibrium state

K_(c) for the reaction, A(l)+2B(s)+3C(g)hArr 2D(g)+2E(g)" at "27^(@)C is 10^(-3)M . K_(P) at this temperature is

Two moles of each reactant A and B are taken in a reaction flask. They react in the following manner, A(g)+B(g)hArr C(g)+D(g) At equilibrium, it was found that the concentration of C is triple to that of B the equilibrium constant for the reaction is

A flask containing 0.5 atm pressure of A_(2)(g,) some solid AB added into flask which undergoes dissociation according to 2AB(s)hArrA_(2)(g)+B_(2)(g),K_(p)=0.06atm^(2) The total pressure (in atm) at equilibrium is :

The equilibrium constant (K_(c)) of the reaction A_(2)(g) + B_(2)(g) rarr 2AB(g) is 50. If 1 mol of A_(2) and 2 mol of B_(2) are mixed, the amount of AB at equilibrium would be

When A_2 and B_2 are allowed to react, the equilibrium constant of the reaction at 27^@C is K_C = 4 What will be the equilibrium concentration of AB?