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AP Chemistry
7.10 Reaction Quotient and Le Châtelier’s Principle
7.8 Representations of Equilibrium
7.3 Reaction Quotient and Equilibrium Constant
IntermediateMCQDrawing RepresentationsMathematicalConceptual24.9k
Particulate representation of \(\text{X}_2(g)\), \(\text{Y}_2(g)\), and \(\text{XY}(g)\) in a \(1.0 \text{ L}\) container at \(500 \text{ K}\).
Particulate representation of \(\text{X}_2(g)\), \(\text{Y}_2(g)\), and \(\text{XY}(g)\) in a \(1.0 \text{ L}\) container at \(500 \text{ K}\).
The particulate diagram below represents a mixture of \(\text{X}_2(g)\), \(\text{Y}_2(g)\), and \(\text{XY}(g)\) in a rigid \(1.0 \text{ L}\) container at a particular instant at \(500 \text{ K}\).

\[ \text{X}_2(g) + \text{Y}_2(g) \rightleftharpoons 2\,\text{XY}(g) \quad K_c = 4.0 \text{ at } 500 \text{ K} \]

Based on the diagram, which of the following best explains whether the system is at equilibrium, and if not, in which direction the reaction will proceed to achieve equilibrium?

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