Group 2 Chemistry Trends
Learn and apply Group 2 Chemistry Trends in the published Chemistry course sequence.
Continue where you stopped
The core idea
On this page
Group 2 Chemistry Trends: Orientation
Group 2 questions in Topic 5 use two distinct arguments: supplied E⦵ values compare the metals as reducing agents, while cation charge density explains carbonate thermal stability.
Review standard electrode potentials before using the reduction-potential argument, then return to the Periodic Table hub for the full topic sequence.
Definitions (Must Know)
A. Reducing agent
A reducing agent donates electrons and is itself oxidised. A Group 2 metal is oxidised as follows:
M(s) → M²⁺(aq) + 2e⁻
B. Standard electrode potential, E⦵
For the tabulated reduction half-equation
M²⁺(aq) + 2e⁻ ⇌ M(s)
a more negative E⦵ means reduction is less favourable under standard conditions; the reverse oxidation is more favourable, so the metal is the stronger reducing agent.
C. Charge density and polarising power
Charge density is charge per unit size. Polarising power is a cation’s ability to distort an anion’s electron cloud. For ions with the same charge, the smaller cation has higher charge density and greater polarising power.
D. Thermal stability
Thermal stability is resistance to decomposition on heating (more thermally stable = decomposes at a higher temperature).
Detailed Explanations
A. Atomic-property trends from Mg to Ba
- Each element has outer configuration ns², but n increases down the group.
- The outer electrons are further from the nucleus and more shielded.
- These effects outweigh the increased nuclear charge, so attraction to the outer electrons decreases.
Therefore atomic radius increases, while first ionisation energy and electronegativity generally decrease.
B. Using E⦵ values to compare reducing strength
Data tables write both half-equations as reductions. Suppose the supplied values are:
| Reduction half-equation | E⦵ / V |
|---|---|
| Mg²⁺ + 2e⁻ ⇌ Mg | -2.37 |
| Ba²⁺ + 2e⁻ ⇌ Ba | -2.90 |
The barium reduction is less favourable because its E⦵ is more negative. Reversing the comparison, Ba is oxidised more readily than Mg, so Ba is the stronger reducing agent.
Do not multiply E⦵ by 2 because two electrons appear in the half-equation. Electrode potential is an intensive quantity.
C. Carbonate thermal stability
- Mg²⁺ is smaller than Ba²⁺ and therefore has higher charge density.
- It polarises the large CO₃²⁻ electron cloud more strongly.
- This distortion weakens bonding within the carbonate ion, so decomposition occurs more readily.
- Down the group, M²⁺ becomes larger and less polarising; the carbonate is less distorted and more thermally stable.
The syllabus argument is specifically about cation charge density and the polarisability of the large carbonate ion.
Worked Examples
Modelled example 1
Use Electrode Potentials to Compare Reducing Strength
Problem
Study the worked solution
Read the listed direction
Method
Treat both values as reduction potentials for M²⁺ + 2e⁻ ⇌ M.Reason
The data table convention describes gain of electrons by the ion.Working
Compare Mg²⁺/Mg with Ca²⁺/Ca.Reverse the interpretation
Method
Use the more negative calcium reduction potential to infer easier oxidation of calcium metal.Reason
A reducing agent donates electrons, so its relevant change is the reverse of the listed reduction.Working
Ca → Ca²⁺ + 2e⁻ is more favourable.Conclude
Method
Name calcium as the stronger reducing agent.Reason
Calcium loses electrons more readily under the comparison.Working
Ca.
Guided practice 2
Compare Magnesium and Barium Carbonates
Problem
Try this before viewing the solution
Hints
Hint 1: charge density
Hint 2: anion distortion
View solution step by step
Compare cations
Method
Give Mg²⁺ the higher charge density.Reason
It is smaller than Ba²⁺ while carrying the same charge.Working
r(Mg²⁺) < r(Ba²⁺).Link to decomposition
Method
State that magnesium ions polarise and destabilise carbonate ions more strongly.Reason
The more distorted carbonate decomposes more readily and therefore at a lower temperature.Working
T_decomp(MgCO₃) < T_decomp(BaCO₃).
Common misconception 3
Explain the Group 2 Atomic-Radius Trend
Learner claim
Try this before viewing the solution
View solution step by step
Add the missing changes
Method
Increase both outer-electron distance and shielding down the group.Reason
Each successive element adds another occupied shell.Working
Outer electrons lie farther from the nucleus.Balance competing effects
Method
State that distance and shielding outweigh the greater nuclear charge.Reason
The outer electron cloud is held less closely in a larger atom.Working
r(Mg) < r(Ca) < r(Sr) < r(Ba).
Challenge 4
Predict Two Trends Below Calcium
Unknown-position transfer
Try this before viewing the solution
Hints
Hint 1: ionisation energy
Hint 2: carbonate
View solution step by step
Predict ionisation energy
Method
Give the unknown a lower first ionisation energy than calcium.Reason
Its outer electron is farther from the nucleus and more shielded, so it is easier to remove.Working
IE₁(X) < IE₁(Ca).Predict carbonate stability
Method
Give XCO₃ greater thermal stability than CaCO₃.Reason
The larger X²⁺ ion has lower charge density, polarises carbonate less and destabilises it less.Working
T_decomp(XCO₃) > T_decomp(CaCO₃).
Mind Stretchers
Mind stretcher 1Extension
A data table gives E⦵(X²⁺/X) = -2.92 V for an unknown Group 2 metal X, and its carbonate decomposes at a higher temperature than SrCO₃. Deduce the likely identity of X from Mg, Ca, Sr and Ba.
Show Answer
Mark scheme:
- Its very negative reduction potential indicates a metal near the bottom of Group 2 and a strong reducing agent.
- Carbonate thermal stability increases down the group; greater stability than SrCO₃ places it below Sr.
- Of the choices, X is barium.