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?A. 1.33 MB. 2.66 MC. 0.66 MD. 0.33 M

When `A_(2) and B_(2)` are allowed to react, the equilibrium constant

1.	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?A. 1.33 MB. 2.66 MC. 0.66 MD. 0.33 M
Answer» Correct Answer - C

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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?A. 1.33 MB. 2.66 MC. 0.66 MD. 0.33 M

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