NEET Chemistry · NCERT Class 12

Electrochemistry notes

Electrochemical & Galvanic Cells, Electrode Potential & Nernst Equation, Conductance & Kohlrausch Law, Electrolysis, Batteries, Fuel Cells & Corrosion, Formula Sheet, Quick Revision and Mind Map — explained topic by topic with key points, formulas, memory tricks and common mistakes.

  • 9 topics
  • 62 min read
  • 26 formulas
  • 46 PYQs
1

Chapter Overview

6 min

Electrochemistry studies the relationship between chemical reactions and electrical energy. In spontaneous redox reactions, chemical energy is converted into electrical energy in galvanic cells. In non-spontaneous reactions, electrical energy drives chemical change in electrolytic cells. The chapter connects electrode potential, cell EMF, the Nernst equation, conductance, molar conductivity, Kohlrausch law, Faraday laws, batteries, fuel cells and corrosion. For NEET, the highest-yield areas are cell representation, sign convention, standard electrode potential, Nernst equation numericals, molar conductivity trends, limiting molar conductivity, electrolysis products, Faraday calculations and practical devices such as Daniell cell, dry cell, lead storage battery, hydrogen fuel cell and rusting prevention.

Key points7

  • Electrochemistry is based on redox reactions involving electron transfer.
  • Electron flow in the external circuit is from anode to cathode in galvanic cells.
  • Salt bridge maintains electrical neutrality but does not allow bulk mixing of solutions.
  • Standard electrode potentials are measured relative to the Standard Hydrogen Electrode.
  • Conductivity decreases on dilution, but molar conductivity generally increases on dilution.
  • Electrolysis product depends on electrode type, ion concentration and discharge potential.
  • Corrosion is an electrochemical oxidation process and can be reduced by protective methods.

Memory tricks2

OIL RIG: Oxidation Is Loss of electrons; Reduction Is Gain of electrons.

An Ox, Red Cat: ANode has OXidation; REDuction occurs at CAThode.

Examples2

Battery in a Torch

The battery converts chemical energy into electrical energy, which lights the bulb through electron flow.

Electroplating a Spoon

Electrical energy deposits a thin metal layer on an object, showing electrolysis in daily life.

Common mistakes2

Confusing electrode sign with reaction

Oxidation is always at anode and reduction is always at cathode, but electrode signs change between galvanic and electrolytic cells.

Using oxidation potentials directly

NCERT tables usually give standard reduction potentials. Use E°cell = E°cathode - E°anode.

Reference tables1

Quick revision8

Formulas2

Standard Cell EMF
E°cell =E°cathode −E°anodeE°\text{cell }= E°\text{cathode }- E°\text{anode}

Used to calculate standard EMF of a galvanic cell from standard reduction potentials.

E°cell
Standard electromotive force of the cell
E°cathode
Standard reduction potential of cathode
E°anode
Standard reduction potential of anode
1 more formula — sign up free

Diagrams3

2

Electrochemical & Galvanic Cells

8 min

An electrochemical cell is a device in which a redox reaction is linked with electrical energy. A galvanic or voltaic cell uses a spontaneous redox reaction to generate electricity. The classic NCERT example is the Daniell cell: zinc is oxidised at the anode and copper ions are reduced at the cathode. Electrons move through the external wire from Zn to Cu, while ions move through the salt bridge to maintain charge balance. Cell representation writes anode on the left and cathode on the right. The cell EMF is the potential difference between two electrodes when no current is drawn. NEET often tests cell notation, direction of electron flow, salt bridge role and cell reaction writing.

Key points6

  • In galvanic cells, anode is negative because it supplies electrons.
  • The salt bridge completes the circuit and prevents charge accumulation.
  • Cell reaction is obtained by adding oxidation and reduction half-reactions after balancing electrons.
  • Cell notation includes electrode, ion concentration and salt bridge.
  • A positive Ecell means the cell reaction is spontaneous.
  • No current flows if the two electrodes have equal potential.

Memory tricks2

Left Anode, Right Cathode: In cell notation, remember LARC: Left Anode, Right Cathode.

Salt Bridge Direction: Negative anions go to negative anode to neutralise excess positive ions formed there.

Examples2

Daniell Cell

Zn|Zn²⁺||Cu²⁺|Cu is a galvanic cell where zinc dissolves and copper deposits.

PYQ Concept

If a question asks the direction of current, remember conventional current is opposite to electron flow.

Common mistakes3

Writing cathode on left

For galvanic cell representation, always write anode on left and cathode on right.

Assuming electrons pass through salt bridge

Electrons move through the external wire; ions move through the salt bridge.

Ignoring electron balance

Before adding half-reactions, multiply them so that electrons lost equal electrons gained.

Reference tables2

Quick revision7

Formulas2

Cell EMF
Ecell = Ecathode − Eanode\text{Ecell }=\text{ Ecathode }-\text{ Eanode}

Potential difference between cathode and anode for any cell condition.

Ecell
Cell electromotive force
Ecathode
Reduction potential of cathode
Eanode
Reduction potential of anode
1 more formula — sign up free

Diagrams3

3

Electrode Potential & Nernst Equation

9 min

Electrode potential develops when a metal is dipped in a solution of its ions due to tendency for oxidation or reduction. Since absolute electrode potential cannot be measured, potentials are measured relative to the Standard Hydrogen Electrode, whose standard reduction potential is taken as zero. The electrochemical series arranges electrodes according to standard reduction potentials and helps predict oxidising power, reducing power and feasibility of redox reactions. The Nernst equation explains how electrode potential changes with concentration, pressure and temperature. At 298 K, it becomes very useful for fast NEET numericals involving concentration cells, equilibrium constant, pH estimation and EMF under non-standard conditions.

Key points6

  • Standard conditions: 1 M concentration, 1 bar gas pressure, 298 K temperature.
  • SHE uses Pt electrode, H₂ gas at 1 bar and H⁺ solution of unit activity.
  • The Nernst equation is written using reaction quotient Q, not equilibrium constant unless at equilibrium.
  • For gases, pressure terms are included in Q.
  • A metal with lower E° can displace ions of a metal with higher E° from solution.
  • Relation between equilibrium constant and EMF is obtained by putting Ecell = 0.

Memory tricks2

More Positive Means More Pull: A more positive E°red means the species has a stronger pull for electrons and is a stronger oxidising agent.

Nernst Minus Q: Remember Nernst has a minus before log Q: products increasing generally decreases cell potential.

Examples2

Simple Nernst Numerical

For Zn + Cu²⁺ → Zn²⁺ + Cu, Q = [Zn²⁺]/[Cu²⁺]. If [Zn²⁺] increases, Ecell decreases.

Displacement Prediction

Zn can displace Cu²⁺ from solution because Zn has lower reduction potential and acts as a reducing agent.

Common mistakes3

Using Q upside down

Write the balanced cell reaction first, then form Q as products over reactants, excluding pure solids and liquids.

Forgetting n

The number of electrons transferred must come from the balanced redox reaction, not from a single ion charge randomly.

Confusing E° and E

E° applies only to standard conditions; use Nernst equation for non-standard concentrations.

Reference tables2

Quick revision7

Formulas3

Nernst Equation at 298 K
Ecell =E°cell −(0.0591/n)logQ\text{Ecell }= E°\text{cell }- (0.0591/n) log Q

Calculates cell potential under non-standard conditions.

Ecell
Cell potential at given conditions
E°cell
Standard cell potential
n
Number of electrons transferred
Q
Reaction quotient
Equilibrium Constant and EMF
logK=nE°cell/0.0591log K = nE°\text{cell}/0.0591

Used to calculate equilibrium constant from standard cell potential at 298 K.

K
Equilibrium constant
n
Number of electrons transferred
E°cell
Standard cell potential
1 more formula — sign up free

Diagrams3

4

Conductance & Kohlrausch Law

9 min

Conductance measures how easily current passes through an electrolytic solution. Resistance depends on length and area of the solution column, while conductivity is the conductance of a solution of unit length and unit cross-sectional area. Molar conductivity is the conductance due to all ions produced by one mole of electrolyte in a given volume. On dilution, conductivity decreases because ions per unit volume decrease, but molar conductivity increases because ion mobility and dissociation increase. Strong electrolytes show a nearly linear increase of molar conductivity with square root of concentration, while weak electrolytes show sharp increase on dilution. Kohlrausch law states that limiting molar conductivity is the sum of independent ionic contributions.

Key points6

  • Metallic conduction involves electrons; electrolytic conduction involves ions.
  • Conductivity depends on ion concentration, charge, mobility, solvent and temperature.
  • Strong electrolytes are almost completely ionised even at moderate concentration.
  • Weak electrolytes ionise more on dilution, causing a large rise in Λm.
  • Kohlrausch law helps calculate Λ°m of weak electrolytes that cannot be obtained by direct extrapolation.
  • Degree of dissociation α is found from molar conductivity ratio.

Memory tricks2

Dilution Rule: Dilution: κ goes down, Λm goes up. Think: fewer ions per volume, but each mole conducts better.

Kohlrausch = Contributions: Kohlrausch law says each ion contributes independently at infinite dilution.

Examples2

Numerical Example

If κ = 0.01 S cm⁻¹ and C = 0.1 mol L⁻¹, then Λm = 0.01 × 1000/0.1 = 100 S cm² mol⁻¹.

Application of Kohlrausch Law

Λ°m(CH₃COOH) = Λ°m(CH₃COONa) + Λ°m(HCl) - Λ°m(NaCl).

Common mistakes3

Mixing conductivity and molar conductivity

Conductivity is conductance per geometry; molar conductivity is conductance due to one mole of electrolyte.

Wrong concentration unit

Use Λm = κ × 1000/C only when C is in mol L⁻¹ and κ is in S cm⁻¹.

Extrapolating weak electrolytes

Weak electrolytes cannot be accurately extrapolated to infinite dilution; use Kohlrausch law.

Reference tables2

Quick revision8

Formulas4

Conductance
G=1/RG = 1/R

Conductance is reciprocal of resistance.

G
Conductance in siemens
R
Resistance in ohm
Conductivity
κ=(1/R)(l/A)κ = (1/R)(l/A)

Conductivity depends on resistance and cell constant.

κ
Conductivity
l
Distance between electrodes
A
Area of cross-section of electrodes
l/A
Cell constant
2 more formulas — sign up free

Diagrams3

5

Electrolysis

8 min

Electrolysis is the process in which electrical energy drives a non-spontaneous chemical reaction. It occurs in an electrolytic cell, where the external battery pulls electrons from the anode and supplies electrons to the cathode. Thus, oxidation still occurs at anode and reduction still occurs at cathode, but anode is positive and cathode is negative in electrolytic cells. Products of electrolysis depend on the nature of electrolyte, electrode material, concentration and discharge potential. Faraday’s laws quantitatively connect mass deposited or gas liberated with charge passed. Electrolysis has major applications in extraction of metals, purification of metals, electroplating, manufacture of chemicals and production of gases.

Key points7

  • Molten electrolytes discharge their own ions directly.
  • Aqueous electrolysis may involve water competing with ions.
  • Inert electrodes like Pt or graphite do not participate in reaction.
  • Active electrodes can dissolve or participate, changing products.
  • Faraday first law: mass deposited is proportional to charge passed.
  • Faraday second law: for same charge, masses deposited are proportional to equivalent weights.
  • Electroplating requires clean surface and controlled current for uniform coating.

Memory tricks2

Electroplating Rule: Object to be plated is cathode because metal ions must gain electrons and deposit on it.

1 Faraday: 1 F = charge of 1 mole electrons = 96500 C; it deposits 1 gram equivalent.

Examples2

Copper Refining

Impure copper is anode, pure copper sheet is cathode and CuSO₄ solution is electrolyte.

Faraday PYQ Style

If 96500 C passes through AgNO₃, 1 mole of electrons deposits 1 mole of Ag because Ag⁺ + e⁻ → Ag.

Common mistakes3

Changing oxidation and reduction positions

Even in electrolytic cells, oxidation is at anode and reduction is at cathode.

Ignoring aqueous competition

In aqueous solutions, water may be discharged instead of metal ions, especially for highly reactive metals.

Using atomic mass instead of equivalent mass

For Faraday calculations, equivalent mass = molar mass/n-factor.

Reference tables2

Quick revision8

Formulas4

Charge Passed
Q=ItQ = It

Total charge passed during electrolysis.

Q
Charge in coulomb
I
Current in ampere
t
Time in second
Faraday First Law
m=ZItm = ZIt

Mass deposited is proportional to charge passed.

m
Mass deposited or liberated
Z
Electrochemical equivalent
I
Current
t
Time
2 more formulas — sign up free

Diagrams3

6

Batteries, Fuel Cells & Corrosion

9 min

Batteries are practical galvanic cells that convert chemical energy into electrical energy. Primary batteries cannot be efficiently recharged, while secondary batteries can be recharged because their cell reactions can be reversed. Important NCERT examples include dry cell, mercury cell and lead storage battery. Fuel cells continuously convert fuel and oxidant into electricity, with hydrogen-oxygen fuel cell producing water as product and high efficiency. Corrosion is the slow electrochemical destruction of metals, especially rusting of iron in the presence of oxygen and moisture. It involves anodic oxidation of iron and cathodic reduction of oxygen. Prevention methods include painting, galvanisation, cathodic protection, alloying and using anti-rust coatings.

Key points6

  • A good battery should have high energy density, stable voltage and long shelf life.
  • Mercury cell gives constant potential because no ion concentration changes significantly in electrolyte.
  • Lead storage battery has Pb as anode and PbO₂ as cathode during discharge.
  • Fuel cells are more efficient than thermal power conversion because they directly convert chemical energy to electrical energy.
  • Corrosion is accelerated by salts, acids and impurities that form local electrochemical cells.
  • Cathodic protection makes the protected metal a cathode by connecting it to a more reactive metal.

Memory tricks2

Primary = Use Once: Primary cells are like one-time pens; secondary cells are like rechargeable pens.

Rust Needs WOW: WOW: Water + Oxygen + Weak spot on iron surface starts rusting.

Examples3

Car Battery

A lead storage battery supplies high current for starting vehicles and can be recharged.

Industrial Application

Hydrogen-oxygen fuel cells are used in spacecraft because they produce electricity and water.

Corrosion Prevention

Underground iron pipelines are connected to magnesium blocks for cathodic protection.

Common mistakes3

Calling all batteries rechargeable

Primary cells are not designed for efficient recharging; secondary batteries are rechargeable.

Thinking zinc coating is just a physical barrier

Galvanisation also gives sacrificial protection because zinc is more reactive than iron.

Ignoring moisture in rusting

Dry oxygen alone causes very slow corrosion; water is essential for electrochemical rusting.

Reference tables2

Quick revision8

Formulas3

Lead Storage Battery Discharge
Pb+PbO2+2H2SO4→2PbSO4+2H2OPb + PbO₂ + 2H₂SO₄ → 2\text{PbSO}₄ + 2H₂O

Overall reaction during discharge of lead storage battery.

Pb
Lead anode during discharge
PbO₂
Lead dioxide cathode during discharge
H₂SO₄
Sulphuric acid electrolyte
Hydrogen Fuel Cell Overall Reaction
2H2+O2→2H2O2H₂ + O₂ → 2H₂O

Overall chemical reaction that generates electricity in hydrogen-oxygen fuel cell.

H₂
Fuel supplied at anode
O₂
Oxidant supplied at cathode
H₂O
Main product
1 more formula — sign up free

Diagrams3

7

Formula Sheet

5 min

This formula sheet collects all NEET-relevant equations from Electrochemistry in one place. The chapter has four main formula groups: cell potential, thermodynamics of cells, conductance and electrolysis. For cell numericals, always identify anode, cathode, number of electrons and reaction quotient. For conductance, be careful with units because molar conductivity formulas change depending on concentration units. For electrolysis, convert current and time into charge first, then into moles of electrons using Faraday constant. Most NEET mistakes occur not because the formula is unknown, but because students use wrong signs, forget n, include solids in Q or mix cm and m units.

Key points6

  • Use reduction potentials from the electrochemical series unless oxidation potentials are explicitly given.
  • Pure solids and liquids are not included in reaction quotient Q.
  • For gases in Nernst equation, use pressure terms.
  • For Faraday calculations, first balance the half-reaction to find electron requirement.
  • Cell constant has unit cm⁻¹ or m⁻¹ depending on length and area units.
  • Limiting molar conductivity is found by adding limiting ionic conductivities.

Memory tricks1

ENCoF: For most numericals check E, n, Concentration Q and Faraday units.

Examples1

Fast EMF Setup

If E°Cu²⁺/Cu = +0.34 V and E°Zn²⁺/Zn = -0.76 V, E°cell = 0.34 - (-0.76) = 1.10 V.

Common mistakes2

Unit mismatch

Do not mix S m² mol⁻¹ with S cm² mol⁻¹ without conversion.

Forgetting logarithm base

The 0.0591 form uses common log at 298 K.

Reference tables1

Quick revision8

Formulas4

Cell Potential
Ecell = Ecathode − Eanode\text{Ecell }=\text{ Ecathode }-\text{ Eanode}

General expression for cell EMF from reduction potentials.

Ecell
Cell potential
Ecathode
Cathode reduction potential
Eanode
Anode reduction potential
Nernst Equation
E=E°−(0.0591/n)logQE = E° - (0.0591/n) log Q

Potential under non-standard conditions at 298 K.

E
Observed potential
E°
Standard potential
n
Electrons transferred
Q
Reaction quotient
2 more formulas — sign up free

Diagrams3

8

Quick Revision

4 min

This quick revision topic compresses Electrochemistry into the most testable points. Remember that the whole chapter is built on redox reactions. Galvanic cells produce electricity from spontaneous reactions, while electrolytic cells consume electricity for non-spontaneous reactions. Electrode potential predicts the tendency of reduction and is measured with respect to SHE. The Nernst equation handles non-standard conditions. Conductance concepts describe ionic movement in solution, and Kohlrausch law is especially important for weak electrolytes. Faraday laws convert electricity into chemical amount. Batteries and fuel cells are applications of galvanic cells, while corrosion is an unwanted electrochemical process that can be prevented by protective methods.

Key points7

  • For cell notation, left side is oxidation half-cell and right side is reduction half-cell.
  • Positive standard reduction potential indicates greater reduction tendency.
  • A spontaneous galvanic cell has positive Ecell and negative ΔG.
  • Conductivity is affected by concentration and mobility of ions.
  • Electrolysis products are not decided only by ion presence; discharge potential matters.
  • Rechargeability depends on reversibility of cell reaction.
  • Corrosion prevention either blocks contact or changes electrochemical behaviour.

Memory tricks2

AOCR: Anode Oxidation, Cathode Reduction is the master rule for every cell.

Galvanic Gives: Galvanic cells give electricity; electrolytic cells eat electricity.

Examples1

Last-Minute Problem Strategy

For any cell question, write oxidation half-reaction, reduction half-reaction, balance electrons, find n and then apply EMF or Nernst formula.

Common mistakes2

Overlooking standard conditions

If concentration is not 1 M or gas pressure is not 1 bar, use the Nernst equation.

Memorising products blindly

Electrolysis products depend on electrode and electrolyte conditions, not just the formula of salt.

Reference tables1

Quick revision8

Formulas2

Most Used EMF Formula
E°cell =E°cathode −E°anodeE°\text{cell }= E°\text{cathode }- E°\text{anode}

The first formula to apply in most galvanic cell questions.

E°cell
Standard cell EMF
E°cathode
Standard reduction potential at cathode
E°anode
Standard reduction potential at anode
1 more formula — sign up free

Diagrams3

9

Mind Map

4 min

The mind map organizes Electrochemistry as a single connected system. At the centre is electron transfer. If the redox reaction is spontaneous, it forms a galvanic cell and produces EMF, which can be predicted using electrode potentials and modified using the Nernst equation. If the reaction is non-spontaneous, electrical energy drives it through electrolysis, described quantitatively by Faraday laws. Ionic movement in solutions is studied using conductance, conductivity, molar conductivity and Kohlrausch law. Real-life outcomes include batteries and fuel cells as useful electrochemical devices, and corrosion as an unwanted galvanic process. This map is useful for linking theory, numericals and applications before NEET.

Key points7

  • Start every topic from oxidation and reduction.
  • Use cell type to decide energy conversion and electrode sign.
  • Use electrode potential to judge feasibility.
  • Use Nernst equation when conditions are not standard.
  • Use conductance formulas for solution conduction numericals.
  • Use Faraday laws for deposition and gas liberation calculations.
  • Use corrosion logic as a natural galvanic cell on metal surface.

Memory tricks1

Map Order: Redox → Cell → Potential → Nernst → Conductance → Electrolysis → Applications.

Examples1

How to Use the Mind Map

When solving a question, first locate its branch: EMF uses electrode potential, concentration change uses Nernst, deposition uses Faraday, and solution conduction uses conductance.

Common mistakes2

Studying as disconnected facts

Electrochemistry becomes easier when every topic is linked back to electron transfer and ion movement.

Skipping applications

NEET often asks direct NCERT facts from batteries, fuel cells and corrosion.

Reference tables1

Quick revision8

Formulas2

Central Thermodynamic Link
ΔG=−nFEcellΔG = -\text{nFEcell}

Links electron transfer, spontaneity and electrical work across the mind map.

ΔG
Gibbs energy change
n
Number of electrons transferred
F
Faraday constant
Ecell
Cell potential
1 more formula — sign up free

Diagrams3

Videos for Electrochemistry

  • ElectrochemistryUnacademy NEET English · English
  • Electrochemistry in Just 15 MinutesUnacademy NEET English · English
  • Electrochemistry | All ConceptsVedantu NEET English · English
  • Electrochemistry: Daniel Cell & Standard EMF | Class 12Vedantu NEET English · English
  • 🔥 Electrochemistry | 3D Animated | NCERT Class 12 Chemistry | Best for NEET 💯Best for NEET · English
  • ELECTROCHEMISTRY | Class 12th ONE SHOTPW NEET English · English
Watch with a free account

NEET PYQs from Electrochemistry

The latest 3 of 46 previous-year questions from this chapter.

  1. NEET 2026Set 50MediumQ1

    The standard electrode potential ($E^\circ$) for the half-cell reaction $\mathrm{Fe^{3+} + e^- \rightarrow Fe^{2+}}$ at 298 K is (Given : $E^\circ(\mathrm{Fe^{3+}/Fe}) = -0.04\ \mathrm{V}$ and $E^\circ(\mathrm{Fe^{2+}/Fe}) = -0.44\ \mathrm{V}$ at 298 K)

    • A$+0.40\ \mathrm{V}$
    • B$+0.76\ \mathrm{V}$
    • C$-0.48\ \mathrm{V}$
    • D$+0.92\ \mathrm{V}$
  2. NEET 2026Set 50MediumQ2

    For a salt XY, which is a strong electrolyte, the plot of $\Lambda_m$ versus $\sqrt{c}$ has a slope of $-90.0\ \mathrm{S\ cm^2\ mol^{-3/2}\ L^{1/2}}$ at 298 K. At 0.01 M concentration of XY, the value of $\Lambda_m$ is $145.0\ \mathrm{S\ cm^2\ mol^{-1}}$. The limiting molar conductivity of $\mathrm{Y^-}$ ion ($\lambda^0_{\mathrm{Y^-}}$, in $\mathrm{S\ cm^2\ mol^{-1}}$) at 298 K will be (Given : $\lambda^0_{\mathrm{X^+}} = 74.0\ \mathrm{S\ cm^2\ mol^{-1}}$)

    • A$80.0$
    • B$100.0$
    • C$90.0$
    • D$76.0$
  3. NEET 2026Set 11MediumQ3

    A solution of copper sulphate is electrolysed for 10 minutes with a current of 1.5 amperes. The mass of copper deposited at cathode is: (Given: Molar mass of Cu = 63 g mol⁻¹, 1F = 96487 C mol⁻¹)

    • A1.7018 g
    • B0.2938 g
    • C2.4036 g
    • D0.5876 g

Get the whole of Electrochemistry

A free account opens every formula, diagram, table and quick-revision list in this chapter, and tracks the topics you finish.

  • Free to start
  • Progress saved per topic
  • PYQ practice for Electrochemistry