`2mol` each of `A` and `B` are taken in a container to carry out the following reaction:
`2A(g)+B(g)hArr2C(g)+2D(g)`
When the system attains equilibrium, we have

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

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

The K_c for given reaction will be A_2 (g) +2B (g) hArr C(g) +2D(s)

The K_c for given reaction will be A_2 (g) +2B (g) hArr C(g) +2D(s)

For the reaction : A(g)+B(g)hArr C(g)+D(g) , two moles of each A and B were taken into a flask which of following relation between the concentration terms is true when the system attains equilibrium

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

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

The relation between K_(P) and K_(C) for the reaction A(g)+B(g) hArr C(g)+2D(g) is -

The relation between K_(P) and K_(C) for the reaction A(g)+B(g) hArr C(g)+2D(g) is -

For the reaction: 2A(g)+B(g) hArr 3C(g)+D(g) Two moles each of A and B were taken into a flask. The following must always be true when the system attained equilibrium