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Predicting Equilibria: The Reaction Quotient (Q)

When reactants and products are mixed, there are two questions we ask ourselves:

  1. Are we at equilibrium?
  2. If not, which direction will the reaction shift (right or left) to get to equilibrium?


We use the Reaction Quotient (Q) to determine how close we are to equilibrium conditions (at time, t) and which direction the reaction will shift.


During non-equilibrium conditions, we use Q instead of K:


3H2(g)+N2(g)→2NH3(g)\large3H_2(g)+N_2(g)\to2NH_3(g)


Q=[NH3]t2[H2]t3[N2]t\large Q=\cfrac{[NH_3]^2_t}{[H_2]^3_t[N_2]_t} K=[NH3]eq2[H2]eq3[N2]eq\large K=\cfrac{[NH_3]^2_{eq}}{[H_2]^3_{eq}[N_2]_{eq}}


There are three possible situations:

  1. Q = K: The system is at equilibrium.
  2. Q > K: The [products] is too (high/low) ________ compared to [reactants]. The equilibrium will shift ________
  3. Q < K: The [products] is too (hlgh/low) ________ compared to [reactants]. The equilibrium will shift ________



Visual Representation

Image illustrating Predicting Equilibria: The Reaction Quotient (Q)


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Predicting Equilibria: The Reaction Quotient (Q)

When reactants and products are mixed, there are two questions we ask ourselves:

  1. Are we at equilibrium?
  2. If not, which direction will the reaction shift (right or left) to get to equilibrium?


We use the Reaction Quotient (Q) to determine how close we are to equilibrium conditions (at time, t) and which direction the reaction will shift.


During non-equilibrium conditions, we use Q instead of K:


3H2(g)+N2(g)→2NH3(g)\large3H_2(g)+N_2(g)\to2NH_3(g)


Q=[NH3]t2[H2]t3[N2]t\large Q=\cfrac{[NH_3]^2_t}{[H_2]^3_t[N_2]_t} K=[NH3]eq2[H2]eq3[N2]eq\large K=\cfrac{[NH_3]^2_{eq}}{[H_2]^3_{eq}[N_2]_{eq}}


There are three possible situations:

  1. Q = K: The system is at equilibrium.
  2. Q > K: The [products] is too (high/low) ________ compared to [reactants]. The equilibrium will shift ________
  3. Q < K: The [products] is too (hlgh/low) ________ compared to [reactants]. The equilibrium will shift ________



Visual Representation

Image illustrating Predicting Equilibria: The Reaction Quotient (Q)


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Example: Is the Reaction at Equilibrium?

If the current concentrations of H2O, H2, and O2 were 1.2M, 0.7M, and 3.2M, respectively, is this reaction at equilibrium? If not, which direction must the reaction shift to reach equilibrium? K=1.2x10-2.

2 H2O(l)⇌2 H2(g)+O2(g)\rm 2\ H_2O_{(l)} \quad\xrightleftharpoons{\hspace{1.5cm}}\quad 2\ H_{2(g)}\quad+\quad O_{2(g)}


1) To figure out if reaction is at equilibrium we must compare Q and K:


Q= [O2][H2]2

=(3.2)(0.72)

Q =1.568

So Q>K Therefore we are not at equilibrium.


2) Which direction will the reaction shift?


Since Q>K, there are more products than reactants currently, so the equilibrium will shift left towards reactants.

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Example: Is the Reaction at Equilibrium?

If the current concentrations of H2O, H2, and O2 were 1.2M, 0.7M, and 3.2M, respectively, is this reaction at equilibrium? If not, which direction must the reaction shift to reach equilibrium? K=1.2x10-2.

2 H2O(l)⇌2 H2(g)+O2(g)\rm 2\ H_2O_{(l)} \quad\xrightleftharpoons{\hspace{1.5cm}}\quad 2\ H_{2(g)}\quad+\quad O_{2(g)}


1) To figure out if reaction is at equilibrium we must compare Q and K:


Q= [O2][H2]2

=(3.2)(0.72)

Q =1.568

So Q>K Therefore we are not at equilibrium.


2) Which direction will the reaction shift?


Since Q>K, there are more products than reactants currently, so the equilibrium will shift left towards reactants.

Practice: Understanding Q vs K

Which of the following statements regarding the reaction quotient Qc and the equilibrium constant Kc is true?

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Practice: Understanding Q vs K

Which of the following statements regarding the reaction quotient Qc and the equilibrium constant Kc is true?

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Practice: Predicting and Interpreting Equilibrium


Silver chloride will react with acetic acid to form the complex ion silver acetate. A reaction mixture is prepared by adding 0.25 g of AgCl to a 1.25 L solution that already contains 4.6×10‐6M Ag(CH3COO)(aq), 2.3×10‐3M Cl-, 1.1×10‐8M H+, and 0.010M CH3COOH. Based on this information, which of the statements below is true?


AgCl(s)+CH3COOH(aq)⇌Ag(CH3COO)(aq)+Cl−(aq)+H+(aq)K=5.87×10−16AgCl(s)+CH_3 COOH(aq)⇌Ag(CH_3 COO)(aq)+Cl^- (aq)+H^+ (aq)\qquad K = 5.87×10^{-16}


After allowing this solution to rest for some time:

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Practice: Predicting and Interpreting Equilibrium


Silver chloride will react with acetic acid to form the complex ion silver acetate. A reaction mixture is prepared by adding 0.25 g of AgCl to a 1.25 L solution that already contains 4.6×10‐6M Ag(CH3COO)(aq), 2.3×10‐3M Cl-, 1.1×10‐8M H+, and 0.010M CH3COOH. Based on this information, which of the statements below is true?


AgCl(s)+CH3COOH(aq)⇌Ag(CH3COO)(aq)+Cl−(aq)+H+(aq)K=5.87×10−16AgCl(s)+CH_3 COOH(aq)⇌Ag(CH_3 COO)(aq)+Cl^- (aq)+H^+ (aq)\qquad K = 5.87×10^{-16}


After allowing this solution to rest for some time:

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Extra Practice