IQ1 Consolidation — Classification and Separation
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Four printable worksheets that build from the foundations up to exam-style questions — start at whatever level suits you.
Write your initial answer before reading on.
Key facts
- The 7-step gravimetric analysis procedure and why each step matters
- The six separation techniques covered in IQ1 and the key property each exploits
- Common sources of error: incomplete precipitation, incomplete drying, precipitate loss, co-precipitation
Concepts
- Why gravimetric analysis is quantitative — uses stoichiometry on a weighed precipitate
- How to match each separation technique to the property that differs between components
- How to evaluate a technique by purity, completeness, scale, time, and cost
Skills
- Calculate ion mass and concentration from precipitate mass (e.g. Cl⁻ from AgCl, SO₄²⁻ from BaSO₄)
- Select and justify a separation technique for a novel mixture
- Evaluate a separation method, citing strengths and at least two limitations
Principle
Gravimetric analysis is a quantitative method — it doesn't just detect a substance, it measures how much of it is present. The key idea: cause the target substance to form an insoluble precipitate with a known reagent, then collect, dry, and weigh the precipitate. Using stoichiometry (the molar ratios from the balanced equation), you can calculate the mass of the original substance.
General Procedure
- Dissolve sample in water (or prepare aqueous solution of unknown)
- Add excess precipitating reagent → target ion forms insoluble precipitate
- Filter precipitate (use ashless filter paper to avoid adding mass)
- Wash precipitate with distilled water to remove soluble impurities
- Dry precipitate to constant mass (oven or desiccator)
- Weigh dried precipitate
- Use stoichiometry to calculate mass/amount of original substance
Example: Determining Chloride Content
To determine the mass of Cl⁻ ions in a solution: add excess silver nitrate (AgNO₃) solution. Cl⁻ reacts with Ag⁺ to form silver chloride (AgCl), a white precipitate that is insoluble in water.
From the molar mass of AgCl (143.3 g mol⁻¹) and Cl⁻ (35.5 g mol⁻¹), the ratio is known. So if you weigh the dry AgCl precipitate, you can calculate the original mass of Cl⁻.
Sources of Error in Gravimetric Analysis
- Incomplete precipitation: If not enough precipitating reagent is added, some of the target substance remains in solution → mass is underestimated. Always use excess reagent.
- Incomplete drying: Residual moisture adds to the mass → overestimation. Dry to constant mass (weigh, dry more, reweigh — repeat until mass is stable).
- Precipitate loss during transfer: Some precipitate may remain on the beaker or be washed away. Use a wash bottle and careful technique.
- Co-precipitation: Impurity ions may co-precipitate with the target, adding unexpected mass to the precipitate.
Gravimetric analysis: form an insoluble precipitate, filter, wash, dry, and weigh; use stoichiometry to calculate the original ion mass. Example: Ag⁺(aq) + Cl⁻(aq) → AgCl(s); from m(AgCl) and the 1:1 mole ratio, calculate m(Cl⁻). Errors include: insufficient reagent, residual moisture, precipitate loss, co-precipitation.
Pause — copy the highlighted definition into your book before moving on.
Match each gravimetric analysis term on the left to its purpose on the right.
- Use excess precipitating reagent
- Use ashless filter paper
- Wash the precipitate
- Dry to constant mass
- Ensures no residual moisture inflates the final mass measurement.
- Ensures all of the target ion is precipitated, so the result is not underestimated.
- Removes soluble impurity ions that would otherwise add mass to the precipitate.
- Avoids adding paper residue to the precipitate when weighing the dried solid.
We just saw that gravimetric analysis uses a precipitation reaction to measure dissolved ions. That raises a question: how do you choose between gravimetric analysis and other separation techniques for a given mixture? This card answers it → the decision depends on whether a low-solubility precipitate can be formed.
You now have five techniques. Choosing correctly is a core HSC skill. The decision always starts with the physical and chemical properties of the components you are trying to separate.
Decision Framework
Separation technique decision tree: undissolved solid → filtration (particle size); dissolved solid → crystallisation or distillation or chromatography based on which property differs; forms a precipitate → gravimetric analysis. Multi-component mixtures often require a sequence (e.g. filter → distil → crystallise). Evaluate any technique by completeness, purity, time, cost, and scalability.
Add the highlighted decision tree to your notes before the check below.
Lock-in task: A water sample contains sand, dissolved sugar, and a small amount of dissolved iodine. In one or two sentences, propose a sequence of techniques to separate all three components and briefly justify your choice for each.
6. Describe the steps involved in gravimetric analysis to determine the mass of barium ions (Ba²⁺) in a solution using sodium sulfate (Na₂SO₄) as the precipitating reagent. In your answer, explain why each step is important. 3 MARKS
7. A sample of industrial waste water is suspected to contain sulfate ions (SO₄²⁻). A chemist adds excess barium chloride solution to a 500 mL sample and collects 0.932 g of dry barium sulfate precipitate. Calculate the mass of sulfate in the 500 mL sample. Show all working. [M(BaSO₄) = 233.4 g mol⁻¹; M(SO₄²⁻) = 96.1 g mol⁻¹] 4 MARKS
8. A chemist is given a sample of sea water and asked to determine the concentration of chloride ions (Cl⁻) using gravimetric analysis. Evaluate the effectiveness of this technique for this purpose, discussing its strengths and at least two limitations. 5 MARKS
We just saw how to choose between separation techniques. That raises a question: how do you structure full-mark exam answers on gravimetric analysis, including calculations and evaluations? This card answers it → follow a step–reason format and always connect each experimental step to its purpose.
For gravimetric calculation answers: n(precipitate) = m ÷ M; apply the mole ratio; then m(target ion) = n × M. For evaluation answers: strengths (high accuracy, direct mass measurement) + limitations (time-consuming, requires very low precipitate solubility, drying errors, co-precipitation). Always justify each step of the procedure with its purpose.
Pause — write the highlighted calculation method into your book.
Did you get this? True or false: in a gravimetric analysis, the mass of the original target ion is found by applying stoichiometry to the molar mass and mass of the dried precipitate.
Worked examples · reveal as you go
A 250 mL sample of drinking water is analysed for sulfate content. Excess barium chloride (BaCl₂) solution is added. The white precipitate of barium sulfate (BaSO₄) is filtered, dried, and weighed: mass = 0.466 g. Calculate the mass of sulfate (SO₄²⁻) in the 250 mL sample. [Molar masses: Ba = 137.3, S = 32.1, O = 16.0 g mol⁻¹]
Molar mass of BaSO₄ = 137.3 + 32.1 + (4 × 16.0) = 233.4 g mol⁻¹
Molar mass of SO₄²⁻ = 32.1 + (4 × 16.0) = 96.1 g mol⁻¹
n(BaSO₄) = 0.466 ÷ 233.4 = 0.001997 mol
(1:1 ratio from balanced equation)
m(SO₄²⁻) = 0.001997 × 96.1 = 0.192 g
A sample of ocean water contains: dissolved NaCl, dissolved MgCl₂, fine sand particles, and traces of oil (which floats on the surface and is immiscible with water). A researcher wants to obtain: (a) clean dry sand, (b) pure NaCl crystals, (c) separate the oil from the water. Recommend and justify a technique for each.
First filter to remove sand, then crystallise from the filtrate.
Oil and water form two distinct liquid layers (immiscible and different density).
A chemist adds excess AgNO₃ to a chloride solution and collects 1.435 g of dry AgCl precipitate. Predict the mass of Cl⁻ in the original sample. [M(AgCl) = 143.3 g mol⁻¹; M(Cl) = 35.5 g mol⁻¹]
How close was your prediction?
Common errors · the 3 traps that cost marks
Misconception to fix
Wrong: Gravimetric analysis measures the mass of the solution to find the concentration.
Misconception to fix
Right: Gravimetric analysis measures the mass of a dried, pure precipitate formed from a quantitative reaction. The mass of the precipitate is used with stoichiometry to calculate the original concentration, not the mass of the solution.
Forgetting to use the mole ratio in calculations
Students sometimes use m(precipitate) ÷ M(target ion) as a one-step formula. The correct route is m(precipitate) → n(precipitate) → n(target ion) via the balanced equation → m(target ion).
Fix: Always write the balanced equation, identify the mole ratio explicitly, and check units at each step.
Quick-fire practice · 5 reps +2 XP per reveal
Why must the precipitating reagent be added in excess?
Name the best technique for each: (a) sand from water, (b) ethanol from water, (c) dyes in ink, (d) chloride ions in seawater.
A chloride solution is treated with excess AgNO₃ and 0.287 g of AgCl precipitate is collected. How many moles of Cl⁻ were present? (M(AgCl) = 143.3)
Classify each as element, compound or mixture: (a) O₂ (b) CO₂ (c) air.
Name the best technique to separate (a) two miscible liquids with close boiling points, and (b) the coloured pigments in a leaf extract.
Look back at what you wrote in the Think First section. What has changed? What did you get right? What surprised you?
Pick your answer, then rate your confidence — that tells the system what to drill next.
A student records the steps of a gravimetric analysis to determine SO₄²⁻ using BaCl₂. One line contains a procedural error — click it.
- Add excess BaCl₂ solution to the sulfate sample so that all SO₄²⁻ precipitates as BaSO₄.
- Filter the precipitate through ashless paper, then weigh it immediately while it is still damp.
- Wash the precipitate with distilled water to remove soluble impurity ions.
- Apply stoichiometry: n(BaSO₄) = m ÷ M, then n(SO₄²⁻) = n(BaSO₄) using the 1:1 mole ratio.
Q1. 6. Describe the steps involved in gravimetric analysis to determine the mass of barium ions (Ba²⁺) in a solution using sodium sulfate (Na₂SO₄) as the precipitating reagent. In your answer, explain why each step is important.
Q2. 7. A sample of industrial waste water is suspected to contain sulfate ions (SO₄²⁻). A chemist adds excess barium chloride solution to a 500 mL sample and collects 0.932 g of dry barium sulfate precipitate. Calculate the mass of sulfate in the 500 mL sample. Show all working. [M(BaSO₄) = 233.4 g mol⁻¹; M(SO₄²⁻) = 96.1 g mol⁻¹]
Q3. 8. A chemist is given a sample of sea water and asked to determine the concentration of chloride ions (Cl⁻) using gravimetric analysis. Evaluate the effectiveness of this technique for this purpose, discussing its strengths and at least two limitations.
📖 Comprehensive answers (click to reveal)
️ Activity 1 — Compare
A: Crystallisation would recover NaCl crystals from the water but would not tell you the exact mass of Ca²⁺ — the dissolved calcium would remain in solution. Gravimetric analysis is more appropriate: add excess Na₂SO₄ (or Na₂CO₃) to precipitate all Ca²⁺ as CaSO₄ (or CaCO₃), filter, dry to constant mass, weigh, and use stoichiometry to calculate m(Ca²⁺). It is the only technique that provides a quantitative measurement of a specific dissolved ion.
B: Filtration could physically separate the BaSO₄ precipitate from the solution (it is already insoluble). Gravimetric analysis in this context would involve the same filtration step — but also includes washing, drying to constant mass, and weighing to obtain a quantitative result. The difference: filtration alone gives you the solid; gravimetric analysis gives you the solid AND its mass, which is required for any quantitative determination. If you only need the solid and not a precise mass, filtration alone is sufficient.
Activity 2 — Apply to Novel Context
Scenario 1: Gravimetric analysis. Key property: Pb²⁺ forms an insoluble precipitate with specific reagents (e.g. add Na₂SO₄ → PbSO₄(s) precipitates). Procedure: add excess Na₂SO₄ to the water sample → PbSO₄ precipitates → filter with ashless paper → wash → dry to constant mass → weigh → use stoichiometry to calculate m(Pb²⁺). This gives both confirmation (precipitate forms) and quantification (mass calculated).
Scenario 2: Chromatography (paper or TLC). Key property: differential attraction of each amino acid to stationary/mobile phases gives different Rf values. Procedure: spot all three amino acids on the baseline along with known standards → develop with appropriate solvent → measure Rf values for each spot → compare to standard Rf values for identification. No quantitative measurement needed — separation and identification only.
Scenario 3: Remove CaF₂ by filtration — it is an insoluble precipitate. Pour the treated water through filter paper (or a membrane filter for industrial scale); CaF₂ is retained as residue; the treated water (filtrate) has reduced F⁻. To confirm fluoride level: use gravimetric analysis on a sample of the treated water — add excess CaCl₂ to precipitate any remaining F⁻ as CaF₂, dry, weigh, and calculate m(F⁻) to verify it is below 1.5 mg/L.
❓ Multiple Choice
1. B — Excess reagent ensures complete precipitation of all target ions. Insufficient reagent leaves some ions in solution, giving an underestimate.
2. D — n(AgCl) = 0.286 ÷ 143.3 = 0.001996 mol. n(Cl⁻) = 0.001996 mol (1:1 ratio). m(Cl⁻) = 0.001996 × 35.5 = 0.0709 g.
3. C — Residual moisture adds to the measured mass, giving an overestimate. A (insufficient reagent) and B (precipitate loss) both cause underestimates.
4. A — BaSO₄ is insoluble → filtration separates it as residue. KI is dissolved → passes through in filtrate. Crystallisation, distillation, and chromatography are not suited to separating an insoluble solid from a solution in this way.
5. B — Gravimetric analysis is a quantitative measurement technique for specific ions that form insoluble precipitates. It cannot separate miscible liquids, volatile components, or immiscible liquids. D is wrong (it is still widely used); A and C are incorrect overstatements.
Short Answer Model Answers
Q6 (3 marks): Step 1 — Add excess Na₂SO₄ to the solution: the excess ensures all Ba²⁺ ions react and precipitate as BaSO₄; without excess, some Ba²⁺ would remain dissolved and be unmeasured (1 mark). Step 2 — Filter the precipitate, wash with distilled water: filtration separates the insoluble BaSO₄ from the solution; washing removes soluble impurities that could add to the mass and cause overestimation (1 mark). Step 3 — Dry the precipitate to constant mass, then weigh: drying removes all residual water which would add falsely to the measured mass; drying to constant mass confirms no water remains; the final dry mass is used with stoichiometry to calculate m(Ba²⁺) (1 mark).
Q7 (4 marks): Reaction: Ba²⁺(aq) + SO₄²⁻(aq) → BaSO₄(s) [1:1 molar ratio] (1 mark). n(BaSO₄) = 0.932 ÷ 233.4 = 0.003993 mol (1 mark). n(SO₄²⁻) = 0.003993 mol (1:1 ratio from balanced equation) (1 mark). m(SO₄²⁻) = 0.003993 × 96.1 = 0.384 g (1 mark).
Q8 (5 marks): Gravimetric analysis is effective for determining Cl⁻ concentration in sea water because it can precisely quantify very small amounts of an ion, and AgCl is a highly insoluble precipitate that forms reliably and quantitatively (1 mark). Strength: it is a direct mass measurement — does not depend on colour, electronic signals, or calibration curves, making it highly accurate and reproducible (1 mark). Limitation 1: sea water contains multiple anions (SO₄²⁻, Br⁻, I⁻) that may also precipitate with AgNO₃, leading to co-precipitation and overestimation of the Cl⁻ content; additional steps to remove interfering ions are needed (1 mark). Limitation 2: the procedure is time-consuming — drying to constant mass can take hours to days; modern methods like ion chromatography or potentiometric titration are faster for routine analysis (1 mark). Overall: gravimetric analysis is highly accurate for Cl⁻ in sea water if interfering ions are controlled, but is not ideal for high-throughput or field testing due to time requirements (1 mark).
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