Problem

At present, the World Anti-Doping Agency has no way to detect the use of hypoxic sleeping...

At present, the World Anti-Doping Agency has no way to detect the use of hypoxic sleeping tents, other than inspection of an athlete’s home. Imagine, however, that a biochemical analysis company is developing a way to determine whether an elevated red blood cell count in an athlete’s blood is the result of such a practice. A key substance in the detection process is the proprietary compound OD17X, which is produced by the combination of two other proprietary compounds, OD1A and OF2A. The aqueous reaction is represented by the equation

(a) Write the equilibrium expression for the reaction shown above, (b) Given the equilibrium concentrations at room temperature of [OD1A] = 2.12 M, [OF2A] = 1.56 M, and [OD17X] = 1.01 × 10−4 M, calculate the value of the equilibrium constant (Kc)at room temperature, (c) The OD17X produced is precipitated with another proprietary substance according to the equation

Kc for the precipitation equilibrium is 1.0 × 106 at room temperature. Write the equilibrium expression for the sum of the two reactions and determine the value of the overall equilibrium constant, (d) Determine whether or not a mixture with [OD1 A] = 3.00 M, [OF2A] = 2.50 M, and [OD17X] = 2.7 × 10−4 M is at equilibrium and, if not, which direction it will have to proceed in order to achieve equilibrium, (e) Because the production of OD17X is endothermic. it can be enhanced by increasing the temperature. At 250°C, the equilibrium constant for the reaction

is 3.8 × 102. If a synthesis at 250°C begins with 1.0 M of each reactant, what will the equilibrium concentrations of reactants and products be?

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