Displacement reactions — application and consolidation
Learning Intentions + Success Criteria
LITo apply the activity series and solubility rules to a range of displacement scenarios.
SC: I can:
- 01I can identify a reaction as single- or double-displacement and predict its products.
- 02I can identify spectator ions and write the net ionic equation.
- 03I can construct an activity-series ranking from virtual-lab evidence and compare it to Figure 4.9.
Engage
5 minTry these 3questions before today's new content. Click an answer for instant feedback — your teacher will walk through them with you.
Then watch this short refresher on double-displacement reactions to lock in yesterday's L4 ideas before you tackle today's Learning Ladder questions.
This is your application and consolidation lesson for §4.3. You'll work through the textbook Learning Ladder on pp.92–93. Have these two open in front of you for the whole period:
- Figure 4.9 (the activity series — 16 metals, Li at top, Au at bottom).
- Table 4.2 (the solubility rules — 8 ion groups).
Before we start: which of the §4.3 ideas do you feel LEAST confident about — predicting from the activity series, identifying spectator ions, writing net ionic equations, or applying the solubility rules? Write down the one you most want to nail today.
Explicit
12 minTwo tools you'll use today
Both live in the Toolbox (bottom-left icon) — keep it open through the whole period.
Toolbox · Activity series
A free metal displaces another only if it sits above it in Figure 4.9.
Toolbox · Solubility rules
A precipitate forms whenever a new partnership matches an "except…" entry in Table 4.2.
Single vs double — what you actually see
Single displacement
One free metal + a salt solution.
- Free metal grows a coating of the displaced metal.
- Solution colour may fade or shift (the original cation is consumed).
- Predict using Figure 4.9 (activity series).
e.g. Zn(s) + CuSO₄(aq) → ZnSO₄(aq) + Cu(s)
Double displacement
Two ionic solutions swap partners.
- A solid suddenly appears in the mix and settles.
- Both reactants stay liquid until they touch.
- Predict using Table 4.2 (solubility rules).
e.g. AgNO₃(aq) + NaCl(aq) → AgCl(s) + NaNO₃(aq)
The four-step net ionic equation method
This is the textbook's signature derivation (Figures 4.10–4.12). Memorise the four steps — every Q5 stretch question below uses the same recipe.
I do — KI + Pb(NO₃)₂
Step 1. KI and KNO₃ are soluble (Group 1); Pb(NO₃)₂ is soluble (nitrate); PbI₂ is the iodide-row EXCEPTION → solid.
Step 2. Split every (aq) into ions:
Step 3. K⁺ and NO₃⁻ appear unchanged on both sides → they are the spectator ions.
Step 4. Net ionic equation:
Two ions colliding and locking together as a yellow solid — that's the actual chemistry.
We do — Na₂CO₃ + CaCl₂ (together)
We do · whole class · 4 prompts
Mix sodium carbonate solution Na2CO3(aq) with calcium chloride solution CaCl2(aq). Calcium carbonate CaCO3 is the white solid in chalk, limestone, and eggshells — let's see how it forms.
Prompt 1 — what are the cations and anions?
Prompt 2 — swap partners → check Table 4.2 → write the balanced molecular equation.
Prompt 3 — split every (aq) into ions (the complete ionic equation).
Prompt 4 — cross out the spectators → net ionic.
Same recipe, different precipitate. Now you do the rest below.
Apply
30 minA 5-rung ladder, easiest to hardest. Climb in order — each rung uses what the previous one set up. If today's energy is low, a strong stop at rung 4 is fine; rung 5 is the stretch.
When an ionic compound dissolves in water, it splits into its cation (positive) and anion (negative). Pick the right pair for each.
For each reaction, decide whether it is single-displacement (one free element kicks out another) or double-displacement (two compounds swap partners).
For each, open the Toolbox → Activity Series. Compare the free metal to the metal in the compound — does a reaction happen?
For each pair of solutions, open the Toolbox → Solubility Rules (Table 4.2). Decide whether a precipitate forms — and if it does, name it.
For each reaction, follow the 4-step recipe from the worked example above: balanced molecular → complete ionic → cancel spectators → net ionic.
Extension — only if you've climbed all 5 rungs
The full solubility chart (13 cations × 10 anions)
Table 4.2 has the 8 ion-group rules of thumb you need for §4.3. The chart below is the full reference — every common cation × every common anion in one grid — and it's what you'll meet again in Year 11 and 12 VCE Chemistry. Each cell tells you whether the salt is soluble (SOL · green), insoluble (INSOL · red), or slightly soluble (SL SOL · amber). Blank cells are compounds rare enough that you're not expected to know them.
SOL = soluble
INSOL = insoluble (precipitates)
SL SOL = slightly soluble
| Li⁺ | Na⁺ | K⁺ | NH₄⁺ | Mg²⁺ | Ca²⁺ | Ba²⁺ | Al³⁺ | Fe³⁺ | Cu²⁺ | Zn²⁺ | Ag⁺ | Pb²⁺ | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| F⁻ | SOL | SOL | SOL | SOL | INSOL | INSOL | SL SOL | SOL | SL SOL | SOL | SOL | SOL | INSOL |
| Cl⁻ | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | INSOL | SL SOL |
| Br⁻ | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | INSOL | SL SOL |
| I⁻ | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | — | — | SOL | INSOL | INSOL |
| OH⁻ | SOL | SOL | SOL | SOL | INSOL | SL SOL | SOL | INSOL | INSOL | INSOL | INSOL | — | INSOL |
| NO₃⁻ | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL |
| C₂H₃O₂⁻ | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL | SOL |
| SO₄²⁻ | SOL | SOL | SOL | SOL | SOL | SL SOL | INSOL | SOL | SOL | SOL | SOL | SL SOL | INSOL |
| CO₃²⁻ | SOL | SOL | SOL | SOL | INSOL | INSOL | INSOL | — | INSOL | SL SOL | INSOL | INSOL | INSOL |
| PO₄³⁻ | INSOL | SOL | SOL | SOL | INSOL | INSOL | INSOL | INSOL | INSOL | INSOL | INSOL | INSOL | INSOL |
Spot the patterns: every nitrate (NO₃⁻) and acetate (C₂H₃O₂⁻) row is all green — they're always soluble. Every Group 1 / NH₄⁺ column is also all green. Most carbonates and phosphates are all red — almost always precipitate. The interesting chemistry is in the boundary cases — Cl⁻ with Ag⁺, SO₄²⁻ with Ba²⁺, OH⁻ with most transition metals.
Catch
5 minBonus (stretch): write the balanced symbol equation for the reaction. Hint: Li forms a +1 ion (Li⁺), so the product is Li₂SO₄.
Reflect
5 minLook back at the question you flagged at the start as 'least confident'. After today's practice, do you feel solid on it? If not — what specifically still doesn't make sense?
Success criteria — where are you right now?
Next class (Tue 5 May, P4): §4.2–§4.3 recap — synthesis, decomposition, and displacement consolidated before §4.4 begins.