Species D\text{D}D and E\text{E}E react together in aqueous solution to form an equilibrium mixture according to the following equation:
D(aq)+2E(aq)⇌F(aq) \text{D}(aq) + 2\text{E}(aq) \rightleftharpoons \text{F}(aq) D(aq)+2E(aq)⇌F(aq)An aqueous solution containing 0.60 mol of D\text{D}D is mixed with an aqueous solution containing 0.50 mol of E\text{E}E.
When equilibrium is reached, the mixture contains 0.060 mol of F\text{F}F.
Calculate the amount of D\text{D}D and the amount of E\text{E}E, in moles, in this equilibrium mixture.
At a different temperature, another equilibrium mixture of these species in a 500 cm3 flask contains 0.30 mol of D\text{D}D, 0.45 mol of E\text{E}E, and 0.080 mol of F\text{F}F.
Calculate the value of the equilibrium constant Kc K_c\,Kc at this temperature and deduce its units.