Secondary 1 Integrated Science Practice Paper: Laboratory Safety and Measurement, States of Matter, Separation Methods, Energy, Cells and Forces (100 marks)
- 2026-11-13
Secondary 1 integrated science practice paper: lab safety, measurement, states of matter, separation methods, energy, cells and forces, with full answers.
Section A: Laboratory Safety and Measurement (20 marks)
A student measures an irregular stone: 40 mL of water is poured into a measuring cylinder and the level rises to 58 mL after the stone is added; the mass of the stone is 24.6 g. The laboratory also has a 0.75 kg pack of salt and a 250 mL bottle of distilled water.
| # | Question | Answer and marking notes |
|---|---|---|
| 1 | Find the volume of the stone. | Answer: 58 – 40 = 18 cubic cm. (Marking: reading both levels 3, subtracting 2) |
| 2 | Find the density of the stone, correct to 2 decimal places. | Answer: density = 24.6 / 18 = 1.37 g per cubic cm. (Marking: formula 2, substitution 2, unit 1) |
| 3 | Change 0.75 kg into g, and 250 mL into cubic cm. | Answer: 0.75 x 1000 = 750 g, and 250 mL = 250 cubic cm. (Marking: 2 marks each, units 1) |
| 4 | State two safety rules when heating a test tube with a Bunsen burner. | Answer: never point the mouth of the tube at yourself or others, and hold the tube with a test tube holder while heating it evenly. (Marking: 2 marks each, clarity 1) |
Section B: States of Matter and the Particle Model (16 marks)
A piece of ice is heated from -10 degrees C until it reaches 15 degrees C. The melting point of ice is 0 degrees C and the boiling point of water is 100 degrees C.
| # | Question | Answer and marking notes |
|---|---|---|
| 5 | Find the rise in temperature. | Answer: 15 – (-10) = 25 degrees C. (Marking: setting up 2, answer with unit 2) |
| 6 | What happens to the ice at 0 degrees C, and does the temperature rise? | Answer: the ice melts into water, changing from solid to liquid, and the temperature stays at 0 degrees C because the energy absorbed breaks the regular arrangement of particles. (Marking: melting 2, constant temperature with reason 2) |
| 7 | What state is water in between 0 and 100 degrees C, and what happens at 100 degrees C? | Answer: water is a liquid in this range, and at 100 degrees C it boils and changes into steam. (Marking: liquid 2, boiling and change of state 2) |
| 8 | Use the particle model to explain how the particles change when heated. | Answer: the particles gain energy, move faster with more kinetic energy, and the spaces between them increase, so the substance expands. (Marking: faster motion 2, kinetic energy or spacing 2) |
Section C: Separation Methods (16 marks)
At 25 degrees C, 50 g of water dissolves at most 18 g of salt. A student stirs 36 g of salt into 100 g of water.
| # | Question | Answer and marking notes |
|---|---|---|
| 9 | Find the greatest mass of salt that 100 g of water dissolves at 25 degrees C. | Answer: 50 g of water dissolves 18 g, so 100 g dissolves 18 x 2 = 36 g. (Marking: scaling 2, answer 2) |
| 10 | Find the total mass of the solution formed. | Answer: 36 + 100 = 136 g, since mass is conserved. (Marking: adding 2, answer with unit 2) |
| 11 | Find the percentage by mass of salt in the solution, correct to 1 decimal place. | Answer: 36 / 136 x 100 = 26.5 percent. (Marking: formula 2, answer 2) |
| 12 | Which method recovers salt from salt water, and why can filtration not separate the mixture? | Answer: distillation or evaporation to crystallisation; the dissolved salt particles pass through the filter paper, and filtration only removes insoluble solids. (Marking: method 2, explanation 2) |
Section D: Energy and Efficiency (16 marks)
A 2000 W electric kettle is used for 0.1 hour, and 576 kJ of the energy is useful for heating the water.
| # | Question | Answer and marking notes |
|---|---|---|
| 13 | Find the electrical energy used by the kettle in kWh. | Answer: 2000 x 0.1 / 1000 = 0.2 kWh. (Marking: formula 2, conversion 2) |
| 14 | Change that energy into kJ. | Answer: 0.2 x 3600 = 720 kJ. (Marking: multiplying by 3600 3, unit 1) |
| 15 | Find the efficiency of the kettle. | Answer: efficiency = 576 / 720 x 100 = 80 percent. (Marking: formula 2, answer 2) |
| 16 | Name one renewable energy source and state one benefit of using it. | Answer: solar or wind energy; it is continually replaced in nature, so it is not used up, and it produces little pollution. (Marking: example 2, benefit 2) |
Section E: Cells and Photosynthesis (16 marks)
A student uses a microscope to observe onion epidermal cells; the eyepiece magnifies 10 times and the objective magnifies 40 times.
| # | Question | Answer and marking notes |
|---|---|---|
| 17 | Find the total magnification of the microscope. | Answer: 10 x 40 = 400 times. (Marking: multiplying 2, answer with unit 2) |
| 18 | Name three structures found in an onion epidermal cell. | Answer: cell wall, cell membrane, nucleus, cytoplasm and vacuole, any three. (Marking: 1 mark each, 1 mark for accurate names) |
| 19 | Write the word equation for photosynthesis. | Answer: carbon dioxide + water -> (light energy, chlorophyll) glucose + oxygen. (Marking: reactants 2, products 2) |
| 20 | Explain why onion epidermal cells cannot carry out photosynthesis. | Answer: these cells have no chlorophyll, so they cannot absorb light energy and cannot carry out photosynthesis. (Marking: no chlorophyll 2, link to light energy 2) |
Section F: Forces and Simple Machines (16 marks)
A spring extends 2 cm for every 1 N of weight hung on it. On a lever, a 4 N weight hangs 0.3 m from the fulcrum while a force acts 0.2 m from the fulcrum on the other side. A student runs 120 m in 40 s.
| # | Question | Answer and marking notes |
|---|---|---|
| 21 | Find the extension of the spring when a 6 N weight is hung on it. | Answer: 6 x 2 = 12 cm. (Marking: proportionality 2, answer with unit 2) |
| 22 | Find the moment on the left side of the lever. | Answer: moment = 4 x 0.3 = 1.2 N m. (Marking: formula 2, answer with unit 2) |
| 23 | Find the force needed on the right side to balance the lever. | Answer: 1.2 / 0.2 = 6 N. (Marking: equal moments 2, answer with unit 2) |
| 24 | Find the average speed of the student. | Answer: 120 / 40 = 3 m per s. (Marking: formula 2, answer with unit 2) |
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