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Chemical analysis worksheet with answers for GCSE chemistry (free PDF download)

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Quick answer: Chemical analysis identifies what a sample contains. This Chemistry 9-10 worksheet on chemical analysis gives 20 problems from easy to hard: pure or impure, simple Rf values and flame test colours. The worked answers are on a separate page, and the worksheet is a free printable PDF.

Chemical analysis worksheet with answers for GCSE chemistry (free PDF download)

Also, these 20 problems train the main analysis skills: judging purity, calculating Rf values from chromatograms, recognising flame colours, interpreting precipitates, and writing ionic equations for the tests. They are written for GCSE, IGCSE, O Level, CBSE Class 9-10 and NGSS high school chemistry.
Take the problems in order. The first five are recall and reading; the middle ten need a calculation or an explanation; the last five combine tests, equations and masses.

Level: Chemistry grades 9-10 (GCSE · IGCSE · O Level · Class 9-10) · Curriculum: GCSE C8

Problem 2 Simple Rf values ★★★

Rahim in Dhaka measures three spots on a chromatogram. Spot 1 moved 3.0 cm while the solvent moved 6.0 cm. In addition, spot 2 moved 4.5 cm with a solvent distance of 9.0 cm. Moreover, spot 3 moved 1.2 cm with a solvent distance of 8.0 cm.
1. Calculate the Rf of each spot.
2. Why does Rf have no unit?
3. Could spots 1 and 2 be the same substance?

Problem 3 Flame test colours ★★★

Match each ion to its flame colour: lithium, sodium, potassium, calcium, copper(II). Also, the colours are lilac, crimson, yellow, orange-red and blue-green.
1. Write the matches.
2. A firework shows a crimson flame. Which metal ion does it contain?

Problem 4 Gas tests ★★★

Joy in Accra collects four gases in test tubes: hydrogen, oxygen, carbon dioxide and chlorine.
1. In addition, give the test and positive result for each gas.
2. Which gas is made when marble chips react with dilute acid?

Problem 5 Reading a chromatogram ★★★

A food scientist in Seoul compares dyes. Moreover, lanes show dye 1, dye 2, a sweet extract and dye 3. Also, the solvent front moved 8.0 cm.
Chromatogram with four lanes: dye 1 one spot, dye 2 one spot, a sweet extract with two spots, and dye 3 one spot012345678cmbaselinesolvent frontdye 1dye 2sweetdye 3
Chromatogram of dyes and a sweet extract.
1. Which lane shows a mixture?
2. Which dyes does the sweet contain?
3. Next, calculate the Rf of dye 2.
4. Is dye 3 present in the sweet?

Problem 6 Rf for two spots ★★★

A student runs a chromatogram where the solvent front moves 7.5 cm. In addition, two spots are 1.8 cm and 4.5 cm from the baseline.
1. Calculate both Rf values.
2. Which spot is held more strongly by the paper? Explain.

Problem 7 Using an Rf value ★★★

In a solvent, a dye has Rf = 0.35.
1. Moreover, the solvent front moves 12.0 cm. How far does the dye move?
2. Another dye has Rf = 0.60 and moves 5.1 cm. How far did the solvent front move?

Problem 8 Method questions ★★★

Thabo in Durban sets up a chromatography experiment.
1. Why must the solvent level be below the baseline?
2. Why is a lid placed on the beaker?
3. Why should the paper be removed and the solvent front marked as soon as the solvent nears the top?
4. What happens to Rf if a different solvent is used?

Problem 9 Melting graph ★★★

A chemist in Edinburgh heats a pure sample and an impure sample steadily and plots temperature against time.
Graph of temperature against time for two samples heated steadily: the pure sample stays at 80 degrees Celsius while melting, the impure sample melts over a range of temperatures4060801000246810pureimpuretime (minutes)temperature (°C)
Heating curves of a pure and an impure sample.
1. Read the melting point of the pure sample.
2. Then describe how the impure curve differs.
3. Finally, explain why impurities change the melting behaviour.

Problem 10 Sodium hydroxide results ★★★

Three colourless solutions are tested with sodium hydroxide. A gives a pale blue precipitate. B gives a white precipitate that dissolves in excess. C gives a white precipitate that stays in excess, and its flame test is orange-red.
1. Also, identify the metal ion in each solution.
2. Then name the ion that could be present in C if the flame test gave no colour.

Problem 11 Ionic equations ★★★

Write balanced ionic equations with state symbols for sodium hydroxide reacting with:
1. Fe³⁺ ions.
2. Fe²⁺ ions.
3. Mg²⁺ ions.
4. Finally, give the colour of the precipitate in parts 1 and 2.

Problem 12 Identifying negative ions ★★★

Three solutions are tested. In addition, in tube X, dilute hydrochloric acid is added. In tubes Y and Z, dilute nitric acid and then silver nitrate are added.
Three test tubes: X fizzing with a gas after adding dilute acid, Y with a white precipitate, Z with a yellow precipitate after adding silver nitratetube Xfizzes with acidtube Ywhite precipitatetube Zyellow precipitate
Results for tubes X, Y and Z.
1. Moreover, identify the ion in X and describe the gas test.
2. Then identify the ions in Y and Z.
3. Finally, write the ionic equation for Y.

Problem 13 Why acidify first ★★★

A solution is suspected to contain sulfate ions, but it may also contain carbonate ions.
1. Also, explain why barium chloride alone is not a reliable test.
2. Then explain what dilute hydrochloric acid does.
3. Finally, state the positive result for sulfate.

Problem 14 Gas from a metal ★★★

Ana in Madrid adds magnesium ribbon to dilute hydrochloric acid.
1. Balance Mg + HCl → MgCl₂ + H₂.
2. Then describe the test that proves the gas is hydrogen.
3. Three unknown gases: P relights a glowing splint, Q turns limewater cloudy, R bleaches damp litmus. Identify them.

Problem 15 Paint formulation ★★★

A 5.0 kg tin of paint contains 40 % pigment and 35 % binder by mass; the rest is solvent.
1. In addition, calculate the mass of pigment and of binder.
2. Then calculate the mass and percentage of solvent.
3. Finally, explain why a manufacturer controls these amounts.

Problem 16 Identify a white solid ★★★

A white solid X gives a lilac flame. Its solution gives no precipitate with sodium hydroxide, but a white precipitate with acidified barium chloride.
1. Moreover, name X and give its formula.
2. Then write the ionic equation for the barium chloride test.
3. A 0.87 g sample of X is dissolved and excess barium chloride added. Also, calculate the mass of precipitate. (Ar: K = 39, S = 32, O = 16, Ba = 137)

Problem 17 Matching dyes ★★★

An unknown dye extract and four reference dyes are run in the same solvent. In addition, the solvent front is at 12.0 cm. Moreover, the extract has spots at 5.4 cm, 7.2 cm and 8.4 cm. Reference Rf values: dye A 0.20, dye B 0.45, dye C 0.70, dye D 0.88.
1. Calculate the Rf of each spot.
2. Which reference dyes are present?
3. What can you say about the third spot?

Problem 18 Identify a blue solution ★★★

Solution Y is blue. Also, with sodium hydroxide it gives a pale blue precipitate, and with nitric acid and silver nitrate a white precipitate. (Ar: Cu = 63.5, Cl = 35.5, Ag = 108)
1. Identify the compound Y.
2. Then write ionic equations for both tests.
3. A sample containing 1.35 g of Y reacts with excess silver nitrate. In addition, calculate the mass of the white precipitate.

Problem 19 Faulty notes ★★★

Notes: (a) “A flame test wire is cleaned in sulfuric acid.” (b) “A white precipitate that dissolves in excess sodium hydroxide shows calcium.” (c) “An Rf of 1.4 means the substance moved faster than the solvent.” (d) “Barium chloride is added first, then acid, to test for sulfate.”
1. Decide whether each is correct.
2. Correct every wrong one.

Problem 20 Plan to separate four powders ★★★

Four white powders are labelled NaCl, Na₂SO₄, CaCO₃ and K₂CO₃, but the labels are mixed up.
1. Moreover, describe a plan using flame tests, dilute acid and solutions of reagents.
2. Then state the expected result for each powder.

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