CBSE • Class 11 • Chemistry
Equilibrium
Physical and chemical equilibrium, ionic equilibrium, acids, bases, and buffers.
Chapter 6
Verified Curriculum Topic
What is Equilibrium?
Physical and chemical equilibrium, ionic equilibrium, acids, bases, and buffers.
Equilibrium matters because it links chemical ideas, reactions, and reasoning patterns that recur throughout the syllabus. At Class 11 level, students are often expected to define terms accurately, explain processes clearly, and connect theory to reactions, observations, or applications.
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Summary
The One Thing
Equilibrium is a dynamic state in which opposing processes continue at equal rates, so measurable properties remain constant. Equilibrium constants, reaction quotients, Le Chatelier’s principle, and ionic-equilibrium relationships allow the composition, direction, pH, and precipitation behavior of chemical systems to be predicted.
Reactions, Processes and Experiments
| What happens | Equation or process | What you observe | Type |
|---|---|---|---|
| Water evaporates and condenses in a closed container at equal rates. | Water evaporating and condensing in a closed container | The amounts of liquid water and water vapour remain constant macroscopically, although evaporation and condensation continue. | Physical equilibrium |
| A reversible chemical reaction reaches a state in which forward and reverse reaction rates are equal. | A reversible reaction proceeding in both forward and backward directions under suitable conditions | Concentrations and other observable properties remain constant, although both reactions continue microscopically. | Chemical and dynamic equilibrium |
| A general reversible reaction establishes an equilibrium composition. | aA + bB ⇌ cC + dD | The equilibrium concentrations remain constant when the forward and reverse rates become equal. | Chemical equilibrium |
| The equilibrium constant is calculated from equilibrium concentrations. | Kc = [C]^c[D]^d/[A]^a[B]^b | A large Kc indicates that products are favoured; a small Kc indicates that reactants are favoured. | Law of mass action; equilibrium constant |
| A gaseous equilibrium is expressed using partial pressures. | Kp = (pC)^c(pD)^d/(pA)^a(pB)^b | The equilibrium composition is represented by partial pressures rather than concentrations. | Gaseous equilibrium |
| Pure solids and pure liquids are omitted from an equilibrium-constant expression. | Their effective concentrations remain constant and are not included in Kc or Kp. | The equilibrium expression contains only the variable gaseous or dissolved species. | Heterogeneous equilibrium |
| The reaction quotient is compared with the equilibrium constant. | Q has the same form as K, but uses concentrations or pressures at any instant. | Q < K: forward reaction; Q > K: reverse reaction; Q = K: equilibrium. | Reaction direction |
| A catalyst accelerates both opposing reactions equally. | A catalyst changes the rates of both forward and reverse reactions equally. | Equilibrium is reached more quickly, but K and the equilibrium composition do not change. | Catalysis |
| Increasing reactant concentration or removing product disturbs equilibrium. | Le Chatelier’s principle: the system shifts in the direction that reduces the disturbance. | Increasing a reactant or removing a product generally favours the forward direction. | Concentration effect |
| Pressure is changed in a gaseous equilibrium. | Increasing pressure favours the side with fewer moles of gas. | If gaseous mole numbers are equal on both sides, pressure has no effect on equilibrium composition. | Pressure effect |
| Temperature is changed in an equilibrium system. | For an exothermic forward reaction, increasing temperature shifts equilibrium backward; for an endothermic forward reaction, it shifts equilibrium forward. | The equilibrium position changes, and the value of K changes. | Temperature effect |
| The equilibrium constant changes when the equation is altered. | Reversing a reaction gives 1/K; multiplying the equation by n gives K^n. | The numerical value of the equilibrium constant changes according to the revised equation. | Equilibrium-constant transformation |
| A weak acid ionizes partially in water. | HA + H2O ⇌ H3O+ + A- | Only a fraction of the acid molecules ionize; an ionic equilibrium is established. | Weak-acid ionization |
| The acid ionization constant is calculated for a weak acid. | Ka = [H3O+][A-]/[HA] | A larger Ka indicates greater ionization and therefore greater acid strength. | Acid equilibrium |
| The degree of ionization of a weak acid is related to its concentration. | Ka = C alpha^2/(1 - alpha) | For small alpha, Ka is approximated by C alpha^2; dilution generally increases the extent of ionization. | Weak-electrolyte calculation |
| A weak base ionizes partially in water. | B + H2O ⇌ BH+ + OH- | Hydroxide ions are produced, but ionization is incomplete. | Weak-base ionization |
| The base ionization constant is calculated for a weak base. | Kb = [BH+][OH-]/[B] | A larger Kb indicates greater ionization and therefore greater base strength. | Base equilibrium |
| The degree of ionization of a weak base is related to its concentration. | Kb is approximately C alpha^2 for small alpha. | The approximation applies when the degree of ionization is small. | Weak-electrolyte calculation |
| A strong electrolyte ionizes or dissociates almost completely. | Strong electrolytes include HCl, NaOH, and NaCl. | The ions are present in high concentration, and ionization or dissociation is treated as complete. | Strong electrolyte |
| A weak electrolyte ionizes only partially. | Weak electrolytes include CH3COOH and NH3. | Both unionized species and ions are present at equilibrium. | Weak electrolyte |
| A strong acid undergoes essentially complete ionization. | [H3O+] is approximately equal to its analytical concentration after complete ionization. | The hydronium concentration is obtained directly from the acid concentration. | Strong-acid calculation |
| A strong base undergoes essentially complete ionization. | [OH-] is approximately equal to its analytical concentration. | The hydroxide concentration is obtained directly from the base concentration. | Strong-base calculation |
| A conjugate acid-base pair is related through proton transfer. | NH4+ and NH3; H2O and OH- | The two species differ by one proton. | Conjugate acid-base pair |
| A conjugate acid and base have related ionization constants. | Ka × Kb = Kw = 1.0 × 10^-14 at 25 °C | A stronger acid has a weaker conjugate base, and vice versa. | Conjugate-pair relationship |
| Water undergoes self-ionization. | Kw = [H3O+][OH-] = 1.0 × 10^-14 at 25 °C | Hydronium and hydroxide ions are present in equilibrium concentrations. | Ionic equilibrium |
| Hydrogen-ion concentration is expressed using pH. | pH = -log[H3O+] | A change of one pH unit represents a tenfold change in hydronium-ion concentration; a neutral solution has pH 7 at 25 °C. | Acidity scale |
| Hydroxide-ion concentration is expressed using pOH. | pOH = -log[OH-] | At 25 °C, pH + pOH = 14. | Basicity scale |
| A common ion is added to a weak electrolyte. | Addition of a strong electrolyte containing an ion already present in the weak-electrolyte equilibrium | Ionization of the weak electrolyte is suppressed. | Common-ion effect |
| An acidic buffer contains a weak acid and its salt with a strong base. | CH3COOH and CH3COONa | The solution resists significant pH change when small amounts of acid or base are added. | Acidic buffer |
| The pH of an acidic buffer is calculated from the conjugate-base-to-acid ratio. | pH = pKa + log([salt]/[acid]) | The concentration ratio can often be replaced by the mole ratio. | Henderson-Hasselbalch equation |
| A basic buffer contains a weak base and its salt with a strong acid. | NH3 and NH4Cl | The solution resists significant pH change when small amounts of acid or base are added. | Basic buffer |
| The pOH of a basic buffer is calculated from the conjugate-acid-to-base ratio. | pOH = pKb + log([salt]/[base]), followed by pH = 14 - pOH at 25 °C | The pH is obtained after first calculating pOH. | Henderson-Hasselbalch equation |
| Buffer capacity is greatest when the two buffer components are present in similar concentrations. | Weak acid and conjugate base, or weak base and conjugate acid, are approximately equal in concentration. | The buffer shows its greatest resistance to pH change. | Buffer capacity |
| A salt undergoes hydrolysis in water. | Reaction of ions from a salt with water | The solution may become acidic, basic, or nearly neutral. | Salt hydrolysis |
| A salt of a strong acid and strong base dissolves in water. | Salt of a strong acid and strong base | The solution is approximately neutral at 25 °C. | Salt solution |
| A salt of a strong acid and weak base dissolves in water. | Salt of a strong acid and weak base | The solution is acidic. | Salt hydrolysis |
| A salt of a weak acid and strong base dissolves in water. | Salt of a weak acid and strong base | The solution is basic. | Salt hydrolysis |
| A sparingly soluble 1:1 salt dissolves to establish equilibrium. | MX ⇌ M+ + X- | Dissolution and crystallization occur at equal rates in a saturated solution. | Solubility equilibrium |
| The solubility product of a 1:1 salt is expressed using ion concentrations. | Ksp = [M+][X-] | The ionic concentrations in a saturated solution determine the solubility equilibrium. | Solubility product |
| The solubility product is related to molar solubility for a 1:1 salt. | Ksp is often s^2 for a 1:1 salt in pure water. | The molar solubility s determines the equilibrium ion concentrations. | Molar-solubility calculation |
| A sparingly soluble salt with a 2:3 stoichiometric ratio dissolves. | M2X3 ⇌ 2M3+ + 3X2- | If the molar solubility is s, the ion concentrations are 2s and 3s. | Solubility equilibrium |
The solubility product is calculated for M2X3. | Ksp = (2s)^2(3s)^3 = 108s^5 | The stoichiometric coefficients determine the powers and numerical factor in the expression. | Solubility-product calculation |
| The ionic product is compared with the solubility product. | Precipitation begins when Qsp becomes equal to Ksp and occurs when Qsp exceeds Ksp. | A solid precipitate forms when Qsp > Ksp. | Precipitation |
| Acid strength is compared using ionization constants. | Larger Ka and smaller pKa generally indicate a stronger acid. | The stronger acid ionizes to a greater extent and has a weaker conjugate base. | Acid-strength comparison |
| The equilibrium constant is used to assess reaction extent. | The equilibrium constant indicates the extent of a reaction. | A very large K favours products, while a very small K favours reactants; K does not indicate reaction rate. | Equilibrium interpretation |
Key Terms
- Physical equilibrium: A reversible physical process in which the forward and reverse changes occur at equal rates, such as water evaporating and condensing in a closed container.
- Chemical equilibrium: The dynamic state of a reversible chemical reaction in which the rates of the forward and reverse reactions are equal.
- Dynamic equilibrium: A state where reactions continue microscopically, but concentrations or other observable properties remain constant macroscopically.
- Reversible reaction: A reaction that can proceed in both forward and backward directions under suitable conditions.
- Law of mass action: At constant temperature, the rate of a reaction is proportional to the product of the active masses or concentrations of the reactants.
- Equilibrium constant,
Kc: ForaA + bB ⇌ cC + dD,Kc = [C]^c[D]^d/[A]^a[B]^bat equilibrium; pure solids and pure liquids are omitted. - Equilibrium constant,
Kp: For gaseous reactions,Kp = (pC)^c(pD)^d/(pA)^a(pB)^b, using partial pressures. - Reaction quotient,
Q: The same expression as the equilibrium constant, but using concentrations or pressures at any instant. - Le Chatelier’s principle: When an equilibrium system is disturbed by changing concentration, pressure, or temperature, it shifts in the direction that reduces the disturbance.
- Homogeneous equilibrium: An equilibrium in which all reactants and products are in the same physical phase.
- Heterogeneous equilibrium: An equilibrium involving substances in more than one physical phase.
- Degree of dissociation,
alpha: The fraction of the initial amount that dissociates or reacts;alpha = amount dissociated/initial amount. - Electrolyte: A substance that produces ions in aqueous solution or molten state and conducts electricity.
- Strong electrolyte: An electrolyte that ionizes or dissociates almost completely, such as
HCl,NaOH, orNaCl. - Weak electrolyte: An electrolyte that ionizes only partially and establishes ionic equilibrium, such as
CH3COOHorNH3. - Arrhenius acid: A substance that increases the concentration of
H3O+ions in aqueous solution. - Arrhenius base: A substance that increases the concentration of
OH-ions in aqueous solution. - Bronsted-Lowry acid: A proton donor.
- Bronsted-Lowry base: A proton acceptor.
- Conjugate acid-base pair: Two species that differ by one proton, such as
NH4+andNH3, orH2OandOH-. - Lewis acid: A species that accepts an electron pair.
- Lewis base: A species that donates an electron pair.
- Acid ionization constant,
Ka: ForHA + H2O ⇌ H3O+ + A-,Ka = [H3O+][A-]/[HA], indicating weak-acid strength. - Base ionization constant,
Kb: ForB + H2O ⇌ BH+ + OH-,Kb = [BH+][OH-]/[B], indicating weak-base strength. - Ionic product of water,
Kw:Kw = [H3O+][OH-] = 1.0 × 10^-14at 25 °C. - pH: A measure of hydrogen-ion concentration:
pH = -log[H3O+]. - pOH: A measure of hydroxide-ion concentration:
pOH = -log[OH-]. - Acid strength: The extent to which an acid ionizes in water; larger
Kaand smallerpKagenerally indicate a stronger acid. - Common-ion effect: Suppression of weak-electrolyte ionization when a strong electrolyte containing a common ion is added.
- Buffer solution: A solution that resists significant pH change when small amounts of acid or base are added.
- Acidic buffer: A mixture of a weak acid and its salt with a strong base, such as
CH3COOHandCH3COONa. - Basic buffer: A mixture of a weak base and its salt with a strong acid, such as
NH3andNH4Cl. - Henderson-Hasselbalch equation: For an acidic buffer,
pH = pKa + log([salt]/[acid]); for a basic buffer,pOH = pKb + log([salt]/[base]). - Salt hydrolysis: The reaction of ions from a salt with water, making the solution acidic, basic, or nearly neutral.
- Solubility product,
Ksp: The equilibrium constant for dissolution of a sparingly soluble salt; forMX ⇌ M+ + X-,Ksp = [M+][X-]. - Molar solubility: The number of moles of a sparingly soluble substance dissolved per litre of saturated solution.
- Precipitation: Formation of a solid when the ionic product exceeds the solubility product.
Easily Confused
- Physical equilibrium and chemical equilibrium: Physical equilibrium involves changes of physical state, such as evaporation and condensation; chemical equilibrium involves reversible chemical reactions.
- Dynamic equilibrium and static equilibrium: Dynamic equilibrium involves continuing forward and reverse processes at equal rates; the system is not microscopically static.
KandQ:Kuses equilibrium concentrations or pressures, whereasQuses values at any instant.Kand reaction rate:Kindicates the extent or position of equilibrium, not how quickly the reaction occurs.- Homogeneous and heterogeneous equilibrium: Homogeneous equilibrium has all species in one phase; heterogeneous equilibrium contains more than one phase.
- Strong and weak electrolytes: Strong electrolytes ionize or dissociate almost completely; weak electrolytes ionize only partially.
- Arrhenius and Bronsted-Lowry definitions: Arrhenius acids and bases are defined by producing
H3O+orOH-in aqueous solution; Bronsted-Lowry acids and bases are proton donors and acceptors. - Bronsted-Lowry and Lewis definitions: Bronsted-Lowry theory concerns proton transfer; Lewis theory concerns electron-pair donation and acceptance.
KaandKb:Kameasures weak-acid ionization, whereasKbmeasures weak-base ionization.- pH and pOH: pH measures hydronium concentration; pOH measures hydroxide concentration.
- Acidic and basic buffers: An acidic buffer contains a weak acid and its conjugate base; a basic buffer contains a weak base and its conjugate acid.
- Common-ion effect and buffer action: The common-ion effect suppresses weak-electrolyte ionization; buffer action involves consumption of added acid or base by a conjugate acid-base pair.
KspandQsp:Kspdescribes a saturated solubility equilibrium;Qspis calculated at any instant to determine whether precipitation will occur.- Precipitation and dissolution: Precipitation forms a solid when
Qsp > Ksp; dissolution transfers solid into solution until equilibrium is reached.
What Gets Asked
- Writing equilibrium expressions: Questions may require
KcforaA + bB ⇌ cC + dD; marks are lost by including pure solids or pure liquids. - Predicting reaction direction: Compare
QwithK;Q < Kmeans forward reaction,Q > Kmeans reverse reaction, andQ = Kmeans equilibrium. - Applying Le Chatelier’s principle: State the effect of concentration, pressure, or temperature changes; marks are lost by claiming that a catalyst changes
Kor the equilibrium composition. - Calculating weak-electrolyte ionization: Use
Ka = C alpha^2/(1 - alpha)orKbapproximatelyC alpha^2; marks are lost by applying the small-alphaapproximation without the stated condition that ionization is small. - Calculating pH, pOH, and buffer pH: Use
pH = -log[H3O+],pOH = -log[OH-], and the appropriate Henderson-Hasselbalch form; marks are lost by using the acidic-buffer equation for a basic buffer or omittingpH = 14 - pOHat 25 °C. - Predicting salt hydrolysis and precipitation: Identify whether a salt solution is acidic, basic, or neutral, and compare
QspwithKsp; marks are lost by treating all salts as neutral or ignoring stoichiometric coefficients in expressions such asKsp = (2s)^2(3s)^3 = 108s^5.
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- Learn the precise terms, laws, and reaction patterns associated with Equilibrium.
- Understand why each step or change happens instead of memorising the result only.
- Practise writing balanced equations, comparisons, or structured explanations where relevant.
- Revise common exceptions, observations, and applications that examiners often test.
Common exam prompts
- Define the main idea in Equilibrium using correct chemical terminology.
- Write or interpret the reactions, observations, or comparisons that belong to this topic.
- Explain why a process happens, not just what happens.
- Summarise the high-yield facts and exceptions examiners often choose from this chapter.
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What is Equilibrium in CBSE Class 11 Chemistry?
Physical and chemical equilibrium, ionic equilibrium, acids, bases, and buffers.
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