CCEA GCSE · thinka-original Practice Paper

2025 CCEA GCSE Science Single Award 1310 Practice Paper with Answers

Thinka Jun 2025 CCEA GCSE-Style Mock — Science Single Award 1310

280 marks375 mins2025
An original Thinka practice paper modelled on the structure and difficulty of the Jun 2025 CCEA GCSE Science Single Award 1310 paper. Not affiliated with or reproduced from CCEA.

Section Unit 1: Biology Higher Tier (GSA12)

Answer all eight questions. 60 marks total. Quality of written communication assessed in Question 3(b).
8 Question · 60 marks
Question 1 · Structured Recall & Data Analysis
8 marks
(a) State whether each of the following cell structures is found in animal cells only, plant cells only, or both animal and plant cells: (i) nucleus; (ii) cell membrane; (iii) cellulose cell wall; (iv) chloroplast. [4]
(b) Explain what is meant by the term 'stem cell'. [2]
(c) State one potential medical benefit and one risk associated with the use of stem cells in medicine. [2]
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Worked solution

(a) The nucleus and cell membrane are structures common to both animal and plant cells. The cellulose cell wall and chloroplast are additional structures found only in plant cells, not in animal cells. (b) A stem cell is a simple, unspecialised cell found in both animals and plants that has the ability to divide repeatedly to form cells of the same type, and in many cases can go on to develop into different specialised cell types. (c) Stem cells have potential medical benefits, such as their use in bone marrow transplants to treat leukaemia, replacing damaged or diseased cells with healthy ones. However, their use also carries risks with ethical implications, such as the need for pre-treatment using radiotherapy or chemotherapy, the possible transfer of viruses or diseases from other animals if animal-derived stem cells are used, or the risk of forming tumours or unwanted cell types. Final answer: (a) nucleus = both, cell membrane = both, cellulose cell wall = plant only, chloroplast = plant only; (b) an unspecialised cell able to divide to form cells of the same type or develop into other cell types; (c) any one valid benefit (e.g. bone marrow transplants for leukaemia) and any one valid risk (e.g. tumour formation, transfer of disease, effects of pre-treatment).

Marking scheme

(a) [1] each for four correct classifications, up to [4]. (b) [1] identifies stem cell as an unspecialised/simple cell; [1] states it can divide to form cells of the same type or develop into other specialised cell types. (c) [1] valid medical benefit (e.g. bone marrow transplants/treating leukaemia); [1] valid risk (e.g. tumour formation, transfer of viruses/disease, risks of radiotherapy/chemotherapy pre-treatment).
Question 2 · Structured Recall & Data Analysis
8 marks
In pea plants, the allele for tall stems (T) is dominant over the allele for short stems (t). A heterozygous tall plant (Tt) is crossed with a short plant (tt).
(a) State the genotype(s) of the gametes that could be produced by each parent plant. [2]
(b) List the four possible offspring genotype combinations that would result from this cross (as shown by a Punnett square). [2]
(c) State the ratio of tall : short offspring you would expect from this cross, and explain your answer using the term 'phenotype'. [2]
(d) Define the terms 'homozygous' and 'heterozygous'. [2]
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Worked solution

(a) The heterozygous tall parent (Tt) produces two types of gamete, T and t, in equal proportions. The homozygous recessive short parent (tt) can only produce gametes carrying t. (b) Combining a T or t gamete from the first parent with a t gamete from the second parent gives four possible offspring: Tt, Tt, tt, tt. (c) Two of the four offspring are Tt and two are tt, giving a ratio of 1:1. Phenotype is the observable characteristic resulting from an organism's genotype; because T is dominant over t, any offspring with at least one T allele (the Tt offspring) shows the tall phenotype, while the tt offspring show the short phenotype, giving equal numbers of tall and short plants. (d) An organism is homozygous for a gene if it has two identical alleles (e.g. TT or tt); it is heterozygous if it has two different alleles for that gene (e.g. Tt). Final answer: (a) T and t from the Tt parent, t only from the tt parent; (b) Tt, Tt, tt, tt; (c) 1:1 tall:short, because Tt shows the dominant tall phenotype and tt shows the recessive short phenotype; (d) homozygous = two identical alleles, heterozygous = two different alleles.

Marking scheme

(a) [1] Tt parent produces T and t gametes; [1] tt parent produces only t gametes. (b) [2] all four offspring genotypes correct (Tt, Tt, tt, tt); [1] if only partially correct. (c) [1] correct ratio 1:1; [1] valid explanation referencing phenotype/dominance. (d) [1] correct definition of homozygous; [1] correct definition of heterozygous.
Question 3 · Structured Recall & Data Analysis
8 marks
(a) A person accidentally touches a very hot object and rapidly pulls their hand away, without consciously thinking about it first. State the type of action this is (voluntary or reflex), and give one reason for your answer. [2]
(b) Name, in the correct order, the three types of neuron involved in a spinal reflex arc, from receptor to effector. [3]
(c) State what is meant by the term 'hormone', including where hormones are produced and how they travel to their target organ. [3]
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Worked solution

(a) This is a reflex action. The reason is that reflex actions are rapid, automatic responses that do not involve conscious thought or decision-making by the brain before the muscle responds, which protects the body quickly from harm. (b) The pathway of a spinal reflex arc passes from the receptor, along a sensory neuron to the spinal cord, through an association (relay) neuron within the spinal cord, and then along a motor neuron to the effector. (c) A hormone is a chemical messenger. Hormones are produced by glands and released into the blood, which carries them around the body to a target organ, where they have their effect. Final answer: (a) reflex action, because it is rapid and automatic/does not involve conscious thought; (b) sensory neuron, association (relay) neuron, motor neuron; (c) a hormone is a chemical messenger produced by a gland and carried in the blood to a target organ.

Marking scheme

(a) [1] reflex action; [1] valid reason (rapid/automatic/no conscious thought involved). (b) [1] sensory neuron; [1] association/relay neuron; [1] motor neuron, in correct order. (c) [1] chemical messenger; [1] produced by a gland; [1] carried in the blood to a target organ.
Question 4 · Structured Recall & Data Analysis
8 marks
(a) State the function of each of the following parts of the female reproductive system: (i) oviduct; (ii) uterus. [2]
(b) Sperm cells and egg cells (ova) each contain half the normal number of chromosomes. (i) State the term used to describe cells containing half the normal number of chromosomes. [1] (ii) Explain why it is important that sperm and egg cells contain only half the normal number of chromosomes. [2]
(c) State the function of the placenta, and name one substance that passes from the mother to the foetus across the placenta, and one substance that passes from the foetus to the mother. [3]
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Worked solution

(a)(i) The oviduct is the tube along which the egg travels from the ovary towards the uterus, and it is the usual site of fertilisation, where sperm meet the egg. (ii) The uterus is the muscular organ in which the fertilised egg (zygote, then embryo and foetus) implants in the lining and develops over the course of the pregnancy. (b)(i) Cells containing half the normal number of chromosomes, such as sperm and egg cells, are described as haploid. (ii) If sperm and egg cells contained the full (diploid) number of chromosomes, then fusing them at fertilisation would produce a zygote with double the normal number of chromosomes. Because each gamete contains only half the normal number, fusion of sperm and egg restores the normal, full (diploid) number of chromosomes in the resulting zygote. (c) The placenta is the organ where exchange of substances between the mother's blood and the foetus's blood takes place, without the two blood supplies mixing directly; this includes dissolved nutrients, oxygen, carbon dioxide and urea. Oxygen and dissolved nutrients pass from the mother to the foetus, supplying the foetus with what it needs to grow, while carbon dioxide and urea (waste products) pass from the foetus to the mother, to be removed from the foetus's body. Final answer: (a) oviduct = site of fertilisation/carries egg to uterus; uterus = site of implantation and fetal development; (b) haploid; restores the full/diploid chromosome number at fertilisation; (c) placenta exchanges nutrients, oxygen, carbon dioxide and urea between mother and foetus; oxygen/nutrients pass mother→foetus, carbon dioxide/urea pass foetus→mother.

Marking scheme

(a) [1] oviduct = site of fertilisation/carries egg towards uterus; [1] uterus = site of implantation/where the foetus develops. (b)(i) [1] haploid. (ii) [1] restores the normal/full (diploid) number of chromosomes at fertilisation; [1] explains that without this, the zygote would have double the normal number. (c) [1] placenta exchanges substances between mother's and foetus's blood without the blood supplies mixing; [1] valid substance passing mother to foetus (oxygen or nutrients); [1] valid substance passing foetus to mother (carbon dioxide or urea).
Question 5 · Structured Recall & Data Analysis
8 marks
(a) Name one disease caused by each of the following types of microorganism: (i) bacterium; (ii) virus; (iii) fungus. [3]
(b) Describe how white blood cells (lymphocytes) help to defend the body against a pathogen it has not previously encountered, referring to antigens and antibodies. [3]
(c) Explain why antibiotics are not effective against diseases caused by viruses. [2]
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Worked solution

(a) Any correctly named example for each microorganism type is acceptable, such as chlamydia, salmonella or tuberculosis for a bacterium; HIV (leading to AIDS), cold, flu or human papilloma virus (HPV) for a virus; and athlete's foot or potato blight for a fungus. (b) When a pathogen enters the body for the first time, its antigens (proteins on its surface) are recognised as foreign by the immune system. This triggers specific white blood cells (lymphocytes) to produce antibodies that are complementary in shape to that particular antigen. The antibody-antigen reaction can cause pathogens to clump together, which reduces the spread of the disease-causing microorganisms through the body and helps other defence mechanisms, such as phagocytes, to engulf and digest them, reducing symptoms and eventually clearing the infection. (c) Antibiotics act on structures or processes specific to bacterial cells, such as their cell walls or the way bacterial cells reproduce, in order to kill bacteria or stop them growing. Viruses, however, are not cells in the same sense as bacteria; they reproduce by taking over a host cell's own machinery to make copies of themselves inside the host's cells. Because viruses lack the bacterial structures and processes that antibiotics are designed to target, antibiotics have no effect on them. Final answer: (a) any correctly named bacterial, viral and fungal disease from the specification; (b) antigens on the pathogen trigger lymphocytes to produce complementary antibodies, causing clumping and reducing the spread of the pathogen; (c) antibiotics target bacterial structures/processes, which viruses do not have, since viruses reproduce inside host cells using the host's own machinery.

Marking scheme

(a) [1] each for a correctly named example of a disease caused by a bacterium, a virus and a fungus (as listed in the specification), up to [3]. (b) [1] pathogen has antigens recognised as foreign; [1] lymphocytes produce (complementary) antibodies specific to the antigen; [1] antibody-antigen reaction causes clumping/reduces spread of the pathogen. (c) [1] antibiotics target bacterial cell structures/processes; [1] viruses lack these structures and reproduce inside host cells, so are unaffected by antibiotics.
Question 6 · Structured Recall & Data Analysis
7 marks
The following food chain occurs in a woodland habitat: oak tree leaves -> caterpillar -> blue tit -> sparrowhawk
(a) Identify the producer and one consumer in this food chain. [2]
(b) Explain the role of the Sun in this food chain, referring to photosynthesis. [3]
(c) Explain what the arrows in a food chain represent. [2]
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Worked solution

(a) The oak tree is the producer, since it makes its own food by photosynthesis. Any of the caterpillar, blue tit or sparrowhawk is a valid example of a consumer, since each obtains its energy by feeding on another organism. (b) The Sun provides the energy that most ecosystems, including this woodland, depend on. Green plants such as the oak tree act as producers, capturing light energy from the Sun in their chloroplasts and using it in photosynthesis to make glucose (and starch) from carbon dioxide and water. This stored chemical energy in the oak tree's leaves is then available to the caterpillar when it feeds on the leaves, and is passed further along the food chain to the blue tit and sparrowhawk as each organism is eaten in turn. (c) In a food chain, each arrow points from the organism being eaten towards the organism that eats it, showing the direction of feeding; the arrow also represents the transfer of energy from one organism (or trophic level) to the next as it moves through the ecosystem. Final answer: (a) producer = oak tree; consumer = caterpillar/blue tit/sparrowhawk; (b) the Sun provides light energy, captured by the oak tree in photosynthesis to make glucose, which is passed along the food chain as each organism is eaten; (c) arrows show the direction of feeding and the transfer of energy through the ecosystem.

Marking scheme

(a) [1] correct producer (oak tree); [1] correct consumer (any of caterpillar, blue tit, sparrowhawk). (b) [1] Sun is the source of energy for the ecosystem; [1] oak tree captures light energy and uses it in photosynthesis to make glucose/starch; [1] this energy is passed along the food chain as organisms are eaten. (c) [1] arrows show the direction of feeding/what eats what; [1] arrows represent the transfer of energy through the ecosystem.
Question 7 · Structured Recall & Data Analysis
7 marks
(a) Human height is an example of continuous variation, while human tongue-rolling ability (can/cannot roll tongue) is an example of discontinuous variation. State one difference between continuous and discontinuous variation, and state the type of chart or graph that would be used to display data for each. [3]
(b) State two possible causes of variation between individuals of the same species. [2]
(c) Explain, using the idea of natural selection, how a population of bacteria could become resistant to a commonly used antibiotic over time. [2]
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Worked solution

(a) Continuous variation shows a complete, unbroken range of values between two extremes, such as any possible height within a range, and is usually displayed on a histogram or line graph. Discontinuous variation falls into a small number of distinct, separate categories with no intermediate values, such as being able to roll your tongue or not, and is usually displayed on a bar chart. (b) Variation between individuals of the same species can be caused by genetic factors, meaning differences inherited from parents through their genes, and by environmental factors, meaning differences caused by an organism's surroundings or lifestyle, such as diet or exercise. (c) Within any population of bacteria there is natural genetic variation, so by chance a small number of bacteria may already carry a gene or mutation that makes them resistant to a particular antibiotic. When that antibiotic is used, it kills the non-resistant bacteria, but the resistant bacteria survive. These surviving resistant bacteria then reproduce, passing the resistance gene on to their offspring. Over time, as this process repeats, the proportion of resistant bacteria in the population increases until the population becomes dominated by antibiotic-resistant bacteria. Final answer: (a) continuous variation = unbroken range, shown on a histogram; discontinuous variation = distinct categories, shown on a bar chart; (b) genetic and environmental causes; (c) resistant bacteria already present by chance survive antibiotic treatment, reproduce and pass on resistance, so the population becomes increasingly resistant over time (natural selection).

Marking scheme

(a) [1] valid difference between continuous and discontinuous variation; [1] histogram/line graph for continuous variation; [1] bar chart for discontinuous variation. (b) [1] genetic cause; [1] environmental cause. (c) [1] some bacteria already resistant due to natural variation/mutation, survive the antibiotic; [1] these bacteria reproduce and pass on the resistance gene, so the population becomes increasingly resistant over time.
Question 8 · 6-Mark Extended Response (QWC)
6 marks
Explain the differences between Type 1 and Type 2 diabetes, including their causes, symptoms and how each is managed. The quality of your written communication will be assessed in this question.
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Worked solution

Type 1 diabetes usually develops early in life, when the pancreas stops producing insulin altogether, often because the body's own immune system damages the insulin-producing cells. Because no insulin is produced, blood glucose cannot be properly controlled, so a person with Type 1 diabetes must take insulin as medication, usually by injection, for the rest of their life. Type 2 diabetes is a progressive condition, strongly linked to lifestyle factors and obesity, in which the pancreas gradually produces less insulin over time, or the body's cells become less responsive to the insulin that is produced. Type 2 diabetes can often be controlled, at least in its early stages, through changes to diet and lifestyle (such as losing weight and increasing exercise), but as the condition progresses, medication or insulin injections may also become necessary. Both types of diabetes share common symptoms, including high blood glucose levels, the presence of glucose in the urine, tiredness (lethargy) and excessive thirst, because the body cannot properly regulate blood glucose. If either type of diabetes is poorly controlled over a long period, this can lead to serious long-term complications, including damage to the eyes, kidney failure, heart disease and strokes. The number of people with diabetes, particularly Type 2, is rising, partly linked to increasing rates of obesity and inactive lifestyles in the population. Final answer: Type 1 = early-onset, pancreas stops producing insulin, managed by lifelong insulin injections; Type 2 = progressive, linked to lifestyle/obesity, pancreas gradually produces less insulin, managed initially by diet then medication/insulin; both share symptoms of high blood glucose, glucose in urine, lethargy and thirst, and risk long-term complications such as eye damage, kidney failure, heart disease and strokes.

Marking scheme

Level 1 (1-2 marks): Basic identification of one or two facts about diabetes, e.g. 'diabetes is caused by problems with insulin', with limited detail; writing has basic accuracy and a limited range of specialist terms. Level 2 (3-4 marks): Clear explanation of some differences between Type 1 and Type 2 diabetes, covering cause and/or management, with reasonable accuracy and an adequate range of specialist vocabulary. Level 3 (5-6 marks): Thorough, well-structured explanation covering the cause, typical age of onset, symptoms, management and long-term effects of both Type 1 and Type 2 diabetes, clearly distinguishing between the two types, using specialist vocabulary (e.g. insulin, pancreas, blood glucose) confidently and accurately, with clear, well-organised writing.

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Section Unit 2: Chemistry Higher Tier (GSA22)

Answer all nine questions. 60 marks total. Quality of written communication assessed in Question 2.
9 Question · 60 marks
Question 1 · Structured Chemistry Recall & Equations
6 marks
A student tests four solutions with universal indicator and records the following pH values: Solution W, pH 1; Solution X, pH 9; Solution Y, pH 7; Solution Z, pH 13.
(a) Classify each solution as a strong acid, weak acid, neutral, weak alkali or strong alkali. [4]
(b) Solution W is hydrochloric acid and Solution Z is sodium hydroxide solution. Write the word equation for the neutralisation reaction between hydrochloric acid and sodium hydroxide. [2]
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Worked solution

(a) Using the pH classification scale (pH 0-2 strong acid, pH 3-6 weak acid, pH 7 neutral, pH 8-11 weak alkali, pH 12-14 strong alkali): Solution W at pH 1 falls in the strong acid range; Solution X at pH 9 falls in the weak alkali range; Solution Y at pH 7 is neutral; Solution Z at pH 13 falls in the strong alkali range. (b) Neutralisation between an acid and an alkali produces a salt and water. Hydrochloric acid reacting with sodium hydroxide produces the salt sodium chloride and water: hydrochloric acid + sodium hydroxide -> sodium chloride + water. Final answer: (a) W = strong acid, X = weak alkali, Y = neutral, Z = strong alkali; (b) hydrochloric acid + sodium hydroxide -> sodium chloride + water.

Marking scheme

(a) [1] each for W = strong acid; X = weak alkali; Y = neutral; Z = strong alkali, up to [4]. (b) [1] correct salt named (sodium chloride); [1] correct word equation including water as the other product.
Question 2 · Structured Chemistry Recall & Equations
7 marks
An atom of chlorine has atomic number 17 and mass number 35.
(a) State the number of protons, neutrons and electrons in this atom of chlorine. [3]
(b) Write the electronic configuration (structure) of this chlorine atom. [2]
(c) State the group and period in which chlorine is found in the Periodic Table, and describe one property shared by elements in this group. [2]
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Worked solution

(a) The atomic number gives the number of protons, which is 17; since the atom is neutral overall, the number of electrons also equals 17. The number of neutrons is found by subtracting the atomic number from the mass number: 35 - 17 = 18 neutrons. (b) With 17 electrons, the shells fill as 2 in the first shell, 8 in the second shell, and the remaining 7 in the third (outer) shell, giving the electronic configuration 2,8,7 (which sums to 17, confirming it is correct). (c) Chlorine is in Group 7 of the Periodic Table, in Period 3. Group 7 elements are known as the halogens, a group of reactive non-metals; their reactivity decreases going down the group. Final answer: (a) protons = 17, electrons = 17, neutrons = 18; (b) 2,8,7; (c) Group 7 (halogens), Period 3; reactive non-metals whose reactivity decreases down the group.

Marking scheme

(a) [1] protons = 17; [1] electrons = 17; [1] neutrons = 18. (b) [1] correct total of 17 electrons shown across shells; [1] correct shell arrangement 2,8,7. (c) [1] Group 7/halogens (and/or Period 3); [1] valid property of the group (e.g. reactive non-metals, reactivity decreases down the group).
Question 3 · Structured Chemistry Recall & Equations
7 marks
(a) Sodium (Group 1) reacts with chlorine (Group 7) to form sodium chloride, an ionic compound. Describe, in terms of electron transfer, how the sodium ion and chloride ion are formed, and state the charge on each ion. [4]
(b) Explain why substantial energy is required to break the ionic bonds in sodium chloride. [1]
(c) Methane (CH4) is a covalently bonded molecule. State what is meant by a covalent bond, and state the total number of shared pairs of electrons (covalent bonds) in one molecule of methane. [2]
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Worked solution

(a) A sodium atom has one electron in its outer shell; it loses (transfers) this electron to achieve a stable, full outer shell like the noble gas neon, forming a sodium ion with a charge of +1 (Na+), since it now has one more proton than electrons. A chlorine atom has seven electrons in its outer shell; it gains the one electron lost by sodium to complete its outer shell, achieving a stable structure like the noble gas argon, and forming a chloride ion with a charge of -1 (Cl-), since it now has one more electron than protons. (b) Ionic bonding involves a strong electrostatic force of attraction between the oppositely charged sodium and chloride ions; because this attraction is strong, a large amount of energy is required to pull the ions apart and break the ionic bonds. (c) A covalent bond is a shared pair of electrons between two atoms. In a molecule of methane, CH4, the carbon atom forms one covalent bond with each of the four hydrogen atoms, so there are 4 shared pairs of electrons (4 covalent bonds) in total. Final answer: (a) sodium loses one electron to form Na+ (charge +1); chlorine gains that electron to form Cl- (charge -1); (b) strong electrostatic attraction between oppositely charged ions requires substantial energy to overcome; (c) a covalent bond is a shared pair of electrons; methane has 4 covalent bonds/shared pairs.

Marking scheme

(a) [1] sodium loses/transfers one electron to achieve a full outer shell; [1] forms Na+ with charge +1; [1] chlorine gains that electron to achieve a full outer shell; [1] forms Cl- with charge -1. (b) [1] strong electrostatic attraction between oppositely charged ions requires substantial energy to break. (c) [1] covalent bond = a shared pair of electrons; [1] methane has 4 covalent bonds/shared pairs of electrons.
Question 4 · Structured Chemistry Recall & Equations
6 marks
(a) State what is meant by a nanomaterial, including the size range of a nanoparticle in nanometres (nm) and in metres. [2]
(b) Nanoparticles are used in some sun creams. Give one benefit and one possible risk of using nanoparticles in sun cream. [2]
(c) A thermochromic material is used to make a mug that changes colour when hot liquid is poured into it. Explain what is meant by the term 'thermochromic'. [2]
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Worked solution

(a) A nanomaterial is one that contains nanoparticles, which are particles between 1 and 100 nm in size, where 1 nm is equal to 1x10^-9 m. (b) One benefit of nanoparticles in sun cream is that they give better, more even coverage of the skin, giving more effective protection from the Sun's harmful ultraviolet rays. One possible risk is that nanoparticles are small enough that they may be able to enter and potentially damage cells in the body, or they could have harmful effects if they enter the environment. (c) A thermochromic material is one whose colour changes depending on a change in the surroundings, specifically a change in temperature; as the mug is filled with hot liquid, the increase in temperature causes a visible colour change in the material. Final answer: (a) nanomaterials contain particles 1-100 nm in size, where 1 nm = 1x10^-9 m; (b) benefit = better/more effective UV protection and skin coverage; risk = possible cell damage or environmental harm; (c) a thermochromic material changes colour in response to a change in temperature.

Marking scheme

(a) [1] nanoparticles are 1-100 nm in size; [1] 1 nm = 1x10^-9 m. (b) [1] valid benefit (e.g. better skin coverage/more effective UV protection); [1] valid risk (e.g. cell damage, environmental harm). (c) [1] colour changes; [1] specifically in response to a change in temperature (distinguishing from photochromic, which responds to light).
Question 5 · Structured Chemistry Recall & Equations
7 marks
A student adds small pieces of four metals - magnesium, zinc, iron and copper - to separate test tubes of dilute hydrochloric acid and records the vigour of any reaction, from most to least vigorous: magnesium > zinc > iron > copper (no reaction).
(a) Use these results, together with your knowledge of the reactivity series, to place these four metals in order of reactivity, most reactive first. [2]
(b) Explain, in terms of the reactivity series, why copper does not react with dilute hydrochloric acid. [2]
(c) Iron filings are added to a solution of copper sulfate. Describe what would be observed, and write a word equation for the reaction that takes place. [3]
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Worked solution

(a) The order of vigour of reaction observed (magnesium most vigorous, then zinc, then iron, then no reaction with copper) matches the known reactivity series, so the order of reactivity, most reactive first, is: magnesium, zinc, iron, copper. (b) In the reactivity series, copper lies below hydrogen, meaning it is less reactive than hydrogen. A metal can only displace hydrogen from an acid (and so react with it) if it is more reactive than hydrogen. Since copper is less reactive than hydrogen, it cannot displace hydrogen from dilute hydrochloric acid, so no reaction is observed. (c) Iron is more reactive than copper, so iron displaces copper from copper sulfate solution in a displacement reaction. Reddish-brown copper metal is deposited on the surface of the iron filings, while the blue colour of the copper sulfate solution fades and becomes paler (turning pale green as iron sulfate forms in solution). The word equation for this reaction is: iron + copper sulfate -> iron sulfate + copper. Final answer: (a) magnesium, zinc, iron, copper (most to least reactive); (b) copper is less reactive than hydrogen, so it cannot displace hydrogen from the acid; (c) copper is deposited on the iron and the blue solution fades/turns pale green; iron + copper sulfate -> iron sulfate + copper.

Marking scheme

(a) [2] fully correct order magnesium, zinc, iron, copper; [1] if only partially correct. (b) [1] copper is less reactive than/below hydrogen in the reactivity series; [1] so it cannot displace hydrogen from the acid, hence no reaction. (c) [1] reddish-brown copper deposited on the iron; [1] blue colour of solution fades/turns pale green; [1] correct word equation (iron + copper sulfate -> iron sulfate + copper).
Question 6 · Structured Chemistry Recall & Equations
7 marks
A student investigates the reaction between magnesium ribbon and dilute hydrochloric acid by measuring the volume of hydrogen gas produced over time, using two different concentrations of acid: A (more concentrated) and B (less concentrated), with the same volume of acid and the same mass/length of magnesium used in both.
(a) Describe how the shape of the volume-time graph for reaction A would differ from that for reaction B, in terms of the initial gradient (rate) and the final total volume of gas produced. [3]
(b) Explain, in terms of particle collisions, why increasing the concentration of the acid increases the rate of reaction. [3]
(c) State one variable, other than concentration, that the student should control to make this a fair test. [1]
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Worked solution

(a) Reaction A, with the more concentrated acid, has a steeper initial gradient on the volume-time graph, showing that it produces gas faster at the start than reaction B. Since the amount of magnesium (the limiting reactant) is the same in both reactions, both reactions eventually produce the same total (final) volume of hydrogen gas; however, reaction A reaches this final volume more quickly and its graph levels off (becomes flat) sooner than reaction B's. (b) Increasing the concentration of the acid means there are more acid particles present in the same volume of solution. This increases the frequency of collisions between the acid particles and the magnesium surface. Since a higher proportion of collisions occur per second, more of these collisions result in a reaction (successful collisions) per second, which increases the overall rate of reaction. (c) To make this a fair test, the student should also control variables such as the temperature of the acid, and the surface area/form of the magnesium used (e.g. always using ribbon rather than powder), since either of these could otherwise affect the rate of reaction independently of concentration. Final answer: (a) reaction A has a steeper initial gradient (faster rate) but the same final gas volume as reaction B, reached sooner; (b) higher concentration means more particles, more frequent collisions, more successful collisions per second, faster rate; (c) any one other controlled variable, e.g. temperature or surface area/form of the magnesium.

Marking scheme

(a) [1] reaction A has a steeper initial gradient/faster rate; [1] both reactions produce the same final total volume of gas (same amount of magnesium used); [1] reaction A reaches this volume sooner/graph levels off earlier. (b) [1] higher concentration means more particles in a given volume; [1] increases frequency of collisions between acid and magnesium particles; [1] more successful collisions occur per second, increasing rate. (c) [1] any one valid controlled variable other than concentration (e.g. temperature, surface area/form of magnesium).
Question 7 · Structured Chemistry Recall & Equations
7 marks
(a) Propane is an alkane with the molecular formula C3H8. State the general formula of the alkanes, and use it to confirm that C3H8 fits this general formula. [2]
(b) Write the word equation and the balanced symbol equation for the complete combustion of propane. [3]
(c) State one named fraction obtained from the fractional distillation of crude oil that is used as a fuel, and give one use of that fraction. [2]
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Worked solution

(a) The general formula of the alkanes is CnH2n+2, where n is the number of carbon atoms. For propane, n = 3, so the general formula gives C3H(2x3+2) = C3H8, which matches propane's given molecular formula, confirming it fits the general formula for alkanes. (b) The word equation for the complete combustion of propane is: propane + oxygen -> carbon dioxide + water. To balance the symbol equation C3H8 + O2 -> CO2 + H2O, the carbon and hydrogen in propane must be balanced first: 3 carbons need 3 CO2, and 8 hydrogens need 4 H2O. This gives C3H8 + O2 -> 3CO2 + 4H2O. Counting oxygen atoms needed on the right: (3 x 2) + (4 x 1) = 6 + 4 = 10 oxygen atoms, meaning 5 O2 molecules are needed on the left. The fully balanced equation is: C3H8 + 5O2 -> 3CO2 + 4H2O. (c) Fractional distillation of crude oil produces several fractions used as fuels, including petrol (used as a fuel for cars), kerosene (used as a fuel for aircraft) and diesel (used as a fuel for cars, lorries and trains). Any one of these, with its correct use, is acceptable. Final answer: (a) CnH2n+2; for propane n=3 gives C3H8, which matches; (b) propane + oxygen -> carbon dioxide + water; C3H8 + 5O2 -> 3CO2 + 4H2O; (c) e.g. kerosene, used as a fuel for aircraft.

Marking scheme

(a) [1] general formula CnH2n+2; [1] correctly substitutes n=3 to confirm C3H8. (b) [1] correct word equation; [1] correct unbalanced formulae (C3H8 + O2 -> CO2 + H2O); [1] correctly balanced equation (C3H8 + 5O2 -> 3CO2 + 4H2O). (c) [1] correctly named fraction used as a fuel (petrol, kerosene or diesel); [1] correct matching use.
Question 8 · Structured Chemistry Recall & Equations
7 marks
A student is given an unknown gas and two unknown white solids.
(a) Describe a test the student could use to determine whether the unknown gas is hydrogen, and state the result of a positive test. [2]
(b) Describe a test the student could use to determine whether the unknown gas is carbon dioxide, and state the result of a positive test. [2]
(c) The first white solid, when dissolved in water and tested by flame test using a nichrome wire, produces a lilac flame. Identify the metal ion present. [1]
(d) A flame test on the second white solid produces a brick-red flame. Identify the metal ion present. [1]
(e) State one safety precaution that should be taken when carrying out a flame test. [1]
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Worked solution

(a) To test for hydrogen gas, a lighted splint is held at the mouth of the test tube containing the gas; if hydrogen is present, it burns rapidly with a characteristic 'pop' (squeaky pop) sound, confirming a positive result. (b) To test for carbon dioxide gas, the gas is bubbled through limewater (calcium hydroxide solution); if carbon dioxide is present, the limewater turns from colourless to cloudy/milky, confirming a positive result. (c) According to the flame colours of metal ions, a lilac flame indicates the presence of potassium ions (K+). (d) A brick-red flame indicates the presence of calcium ions (Ca2+). (e) Flame tests involve an open flame and small samples of chemicals, so appropriate safety precautions include wearing eye protection, tying back long hair, and keeping the flame away from flammable materials, or using tongs/a wire loop holder rather than handling the sample directly in the flame. Final answer: (a) lighted splint gives a 'pop' for hydrogen; (b) limewater turns cloudy/milky for carbon dioxide; (c) potassium ion (K+); (d) calcium ion (Ca2+); (e) any valid safety precaution, e.g. wear eye protection.

Marking scheme

(a) [1] apply a lighted splint; [1] positive result = 'pop' sound. (b) [1] bubble through limewater; [1] positive result = limewater turns cloudy/milky. (c) [1] potassium ion (K+). (d) [1] calcium ion (Ca2+). (e) [1] any valid safety precaution (e.g. eye protection, tied-back hair, flame away from flammable materials).
Question 9 · 6-Mark Extended Response (QWC)
6 marks
Evaluate the advantages and disadvantages of disposing of non-biodegradable addition polymers (plastics) by landfill and by incineration. The quality of your written communication will be assessed in this question.
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Worked solution

Landfill involves burying waste plastics in the ground. One advantage is that it is a relatively cheap and straightforward method of disposal, requiring no complex processing of the waste. However, because addition polymers are non-biodegradable, they do not decompose (or decompose extremely slowly) once buried, meaning they remain in the ground indefinitely, taking up increasingly scarce landfill space that could be used for other purposes. Landfill sites can also potentially leach harmful substances into the surrounding soil and groundwater over time, and produce unpleasant odours or attract vermin. Incineration involves burning waste plastics at high temperatures. One advantage is that it significantly reduces the volume of waste that needs to be disposed of, and the heat energy released during burning can be captured and used to generate electricity, making some use of the energy stored in the plastic. However, burning plastics produces carbon dioxide, which contributes to the greenhouse effect and climate change, and can also release other potentially toxic or harmful gases if the combustion and filtering of emissions are not carefully controlled, requiring expensive equipment to reduce air pollution. Overall, neither method is without significant drawbacks: landfill avoids the emissions problem of incineration but creates a long-term, permanent waste problem, since plastics are non-biodegradable, while incineration reduces the volume of waste and can recover some energy but creates air pollution and greenhouse gas emissions if not carefully managed. A balanced waste strategy would aim to reduce the amount of plastic that requires either method of disposal in the first place, for example through recycling and reducing plastic use. Final answer: landfill is cheap but plastics are non-biodegradable, taking up land space indefinitely and potentially leaching pollutants; incineration reduces waste volume and can generate electricity from the heat released, but produces carbon dioxide and potentially toxic emissions, requiring costly filtering; overall, reducing and recycling plastic use is preferable to relying on either disposal method alone.

Marking scheme

Level 1 (1-2 marks): Basic identification of one or two points about landfill and/or incineration, with limited detail or explanation; writing has basic accuracy and a limited range of specialist terms. Level 2 (3-4 marks): Describes at least one advantage and one disadvantage of both landfill and incineration, with some evaluative comment; writing is reasonably accurate with an adequate range of specialist vocabulary. Level 3 (5-6 marks): Gives a balanced, well-developed evaluation of both landfill and incineration, referencing non-biodegradability, land use, greenhouse gas/carbon dioxide emissions, energy recovery and pollution control, with a reasoned overall conclusion; writing is well organised, accurate, and uses specialist vocabulary confidently and precisely.

Section Unit 3: Physics Higher Tier (GSA32)

Answer all nine questions. 60 marks total. Quality of written communication assessed in Question 4.
9 Question · 60 marks
Question 1 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A 15 \( \Omega \) resistor is connected in series with a 6 \( \Omega \) resistor across a 12 V battery.
(a) Calculate the total resistance of the circuit. [1]
(b) Calculate the current flowing through the circuit, using \( V = IR \). [2]
(c) Calculate the voltage across the 15 \( \Omega \) resistor. [2]
(d) State the current flowing through the 6 \( \Omega \) resistor, giving a reason for your answer. [2]
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Worked solution

(a) In series, resistances add: \( R_{total} = 15 + 6 = 21 \ \Omega \). (b) Using \( V = IR \), rearranged to \( I = V / R \): \( I = 12 / 21 = 0.5714... \), which rounds to 0.57 A (2 significant figures). (c) The voltage across the 15 \( \Omega \) resistor is found using \( V = IR \): \( V = 0.5714... \times 15 = 8.571... \), which rounds to 8.6 V (2 significant figures). (d) In a series circuit, the current is the same at every point, so the current through the 6 \( \Omega \) resistor is also 0.57 A, the same as the current calculated for the whole circuit in part (b). Final answer: (a) 21 \( \Omega \); (b) 0.57 A; (c) 8.6 V; (d) 0.57 A, because current is the same throughout a series circuit.

Marking scheme

(a) [1] 21 \( \Omega \). (b) [1] correct substitution \( I = 12/21 \); [1] answer 0.57 A (accept 0.571 A or equivalent, with unit). (c) [1] correct substitution \( V = 0.57 \times 15 \) (or equivalent, e.g. own figure rule from (b)); [1] answer 8.6 V (accept 8.57 V, with unit). (d) [1] 0.57 A (or own figure from (b)/(d)); [1] valid reason (current is the same throughout a series circuit).
Question 2 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A ball of mass 0.5 kg is thrown vertically upward and reaches a maximum height of 4 m above its starting point, before falling back down. Take \( g = 10 \) N/kg.
(a) Calculate the gravitational potential energy gained by the ball at maximum height, using \( E_p = mgh \). [2]
(b) Using the Principle of Conservation of Energy, calculate the kinetic energy, and hence the speed, of the ball just before it returns to its starting height, ignoring air resistance. Use \( E_k = \frac{1}{2}mv^2 \). [3]
(c) State and explain one reason why, in reality, the ball's actual speed when it returns to the starting height would be slightly less than your answer to (b). [2]
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Worked solution

(a) Using \( E_p = mgh \): \( E_p = 0.5 \times 10 \times 4 = 20 \) J. (b) By the Principle of Conservation of Energy, ignoring air resistance, all the gravitational potential energy at maximum height converts back into kinetic energy as the ball falls back to its starting height, so \( E_k = 20 \) J. Using \( E_k = \frac{1}{2}mv^2 \), rearranged to \( v = \sqrt{2E_k/m} \): \( v = \sqrt{2 \times 20 / 0.5} = \sqrt{80} = 8.944... \), which rounds to 8.9 m/s (2 significant figures). (c) In reality, air resistance acts on the ball throughout its flight, opposing its motion. As the ball falls, air resistance does work against it, transferring some of its kinetic energy into heat and sound energy dissipated to the surroundings rather than remaining as kinetic energy of the ball. This means less kinetic energy (and therefore a lower speed) is available when the ball returns to its starting height than the ideal value calculated by ignoring air resistance. Final answer: (a) 20 J; (b) \( E_k = 20 \) J, \( v = 8.9 \) m/s; (c) air resistance transfers some kinetic energy to heat/sound as the ball falls, so its actual return speed is slightly less than the calculated ideal value.

Marking scheme

(a) [1] correct substitution \( 0.5 \times 10 \times 4 \); [1] answer 20 J. (b) [1] \( E_k = 20 \) J (energy conservation, own figure from (a)); [1] correct rearrangement/substitution to find v; [1] answer 8.9 m/s (accept 8.94 m/s). (c) [1] identifies air resistance as the cause; [1] explains that it transfers kinetic energy to heat/sound, reducing the ball's actual speed below the ideal value.
Question 3 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A ship's sonar sends an ultrasound pulse of frequency 50 kHz and wavelength 0.03 m towards the sea bed.
(a) Calculate the speed of the ultrasound wave in water, using \( v = f\lambda \). [2]
(b) The pulse takes 0.08 s to travel from the ship to the sea bed and back again. Calculate the depth of the sea at this point. [3]
(c) State why ultrasound, rather than audible sound, is used for this purpose. [2]
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Worked solution

(a) Using \( v = f\lambda \), with \( f = 50{,}000 \) Hz and \( \lambda = 0.03 \) m: \( v = 50{,}000 \times 0.03 = 1500 \) m/s, which is a realistic value for the speed of sound/ultrasound in water. (b) The 0.08 s recorded is the time for the pulse to travel down to the sea bed and back up to the ship, so the total distance travelled by the pulse is \( v \times t = 1500 \times 0.08 = 120 \) m. Since this distance is travelled twice (down and back), the depth of the sea is half of this: \( 120 / 2 = 60 \) m. (c) Ultrasound is defined as sound with a frequency greater than 20 kHz, above the upper limit of human hearing (20 Hz to 20 kHz), so using it does not create audible noise that could disturb people on board or marine life in the water. Its relatively short wavelength also allows for a more precise, focused beam and better resolution when detecting objects such as the sea bed. Final answer: (a) 1500 m/s; (b) 60 m; (c) ultrasound is above the human hearing range (>20 kHz), so it is inaudible and does not disturb people/marine life, and its short wavelength gives more precise detection.

Marking scheme

(a) [1] correct substitution \( 50000 \times 0.03 \); [1] answer 1500 m/s. (b) [1] calculates total distance travelled = \( 1500 \times 0.08 = 120 \) m; [1] recognises this must be halved (there and back); [1] answer 60 m. (c) [1] ultrasound is above the range of human hearing (>20 kHz)/inaudible; [1] valid consequence (e.g. does not disturb people/marine life, or gives more precise detection due to short wavelength).
Question 4 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A car of mass 1200 kg travels a braking distance of 25 m in 2.5 s while decelerating uniformly from 20 m/s to rest after the brakes are applied.
(a) Use average speed = distance / time to calculate the car's average speed during braking. [2]
(b) The car's speed decreases from 20 m/s to 0 m/s in 2.5 s. Calculate the car's deceleration (rate of change of speed). [2]
(c) Calculate the resultant (braking) force needed to produce this deceleration, using resultant force = mass \( \times \) acceleration. [2]
(d) State one factor, other than the braking force, that would increase the car's braking distance. [1]
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Worked solution

(a) Using average speed = distance / time: average speed = 25 / 2.5 = 10 m/s (this is consistent with the car decelerating uniformly from 20 m/s to 0 m/s, since the average of 20 and 0 is also 10 m/s). (b) The car's speed changes by 20 m/s (from 20 m/s to 0 m/s) over 2.5 s, so the deceleration (rate of change of speed) is \( 20 / 2.5 = 8 \) m/s^2. (c) Using resultant force = mass x acceleration, with the deceleration found in (b): resultant force = \( 1200 \times 8 = 9600 \) N. This is the braking force needed to decelerate the car at this rate. (d) Braking distance increases if there is less friction between the tyres and the road, for example due to a wet, icy or otherwise poor road surface, or due to worn tyres (reduced tread) or worn/poorly maintained brakes, since these all reduce the braking force that can be applied for a given amount of pedal pressure. Final answer: (a) 10 m/s; (b) 8 m/s^2; (c) 9600 N; (d) any one valid factor, e.g. wet/icy road surface, worn tyres, or worn brakes.

Marking scheme

(a) [1] correct substitution 25/2.5; [1] answer 10 m/s. (b) [1] correct substitution 20/2.5; [1] answer 8 m/s^2. (c) [1] correct substitution 1200 x 8 (own figure from (b)); [1] answer 9600 N. (d) [1] any one valid factor increasing braking distance (e.g. wet/icy/poor road surface, worn tyres, worn brakes) other than the braking force itself.
Question 5 · Calculations, Circuit Diagrams & Force Analysis
6 marks
A hairdryer is rated at 230 V, 8 A.
(a) Calculate the power of the hairdryer, using power = voltage \( \times \) current. [2]
(b) State which of the following standard fuse ratings should be used in the hairdryer's plug: 3 A, 5 A or 13 A, and explain your choice. [2]
(c) Explain what would happen if a 3 A fuse were fitted to this hairdryer instead. [2]
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Worked solution

(a) Using power = voltage x current: power = \( 230 \times 8 = 1840 \) W, which is equal to 1.84 kW. (b) The correct fuse rating must be just above the appliance's normal operating current, so that the fuse does not blow during normal, safe use, but will still blow if a fault causes an excessive current. Since the hairdryer draws 8 A normally, a 3 A or 5 A fuse would blow immediately during ordinary use, because 8 A exceeds both of these ratings. The 13 A fuse is the smallest of the three options that is above the normal 8 A operating current, so it is the correct choice. (c) If a 3 A fuse were fitted, the normal operating current of 8 A would exceed the fuse's 3 A rating as soon as the hairdryer was switched on. This would cause the thin wire inside the fuse to heat up and melt (blow) almost immediately, breaking the circuit and preventing the hairdryer from working at all, even though the appliance itself has no fault. Final answer: (a) 1840 W; (b) 13 A, because it is the smallest standard rating above the normal 8 A operating current; (c) the 3 A fuse would blow immediately during normal use, since 8 A exceeds its rating, so the hairdryer would not work.

Marking scheme

(a) [1] correct substitution 230 x 8; [1] answer 1840 W (accept 1.84 kW). (b) [1] correct choice, 13 A; [1] valid reason (smallest rating above the normal operating current of 8 A). (c) [1] fuse blows/melts as soon as the hairdryer is switched on/during normal use; [1] correct reason (normal current 8 A exceeds the 3 A fuse rating, even with no fault present).
Question 6 · Calculations, Circuit Diagrams & Force Analysis
6 marks
(a) Describe, in terms of a magnet and a coil of wire, how electricity can be generated. [2]
(b) Electricity from a power station is transmitted across the National Grid at a very high voltage. State whether a step-up or step-down transformer is used at the power station for this purpose, and explain one reason why transmitting electricity at high voltage is beneficial. [2]
(c) State the energy transfer that takes place inside the coils of a generator as it produces electricity. [2]
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Worked solution

(a) Electricity can be generated by creating relative motion between a magnet and a coil of wire, for example by rotating a magnet inside a coil, or by moving a magnet in and out of a coil; this relative motion induces a voltage (and hence a current, if the coil is part of a complete circuit) in the coil. (b) A step-up transformer is used at the power station to increase the voltage for transmission across the National Grid. Transmitting electricity at a very high voltage means that, for the same amount of power being transmitted, a much lower current is needed (since power = voltage x current). A lower current results in less energy being wasted as heat in the transmission cables (due to their resistance), making transmission more efficient. (c) Inside the coils of a generator, the kinetic (movement) energy of the rotating magnet or coil is transferred into electrical energy, which is then transmitted through the circuit. Final answer: (a) relative motion between a magnet and a coil induces a voltage/current in the coil; (b) a step-up transformer is used; high voltage transmission allows lower current for the same power, reducing energy losses (heating) in the cables; (c) kinetic energy is transferred to electrical energy.

Marking scheme

(a) [1] relative motion between magnet and coil (e.g. magnet moving in/out of, or rotating inside, a coil); [1] this induces a voltage/current in the coil. (b) [1] step-up transformer; [1] valid reason (lower current for the same power reduces energy losses/heating in the cables). (c) [1] kinetic energy identified as the input; [1] correctly identifies electrical energy as the output.
Question 7 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A metal saucepan with a black, matt outer surface is used to heat water on a hob.
(a) Explain, in terms of particles, how heat energy is conducted through the base of the metal saucepan to the water. [3]
(b) Explain how convection currents transfer heat through the water in the saucepan. [2]
(c) Explain why the saucepan's black, matt outer surface is more effective at absorbing heat energy than a light, shiny surface would be. [2]
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Worked solution

(a) When the flame heats the base of the metal saucepan, the particles (atoms) in the metal gain kinetic energy and vibrate more vigorously about their fixed positions. These vibrating particles collide with neighbouring particles, passing on some of their kinetic energy, and this process repeats through the thickness of the metal. Metals conduct heat particularly well because they also contain free (delocalised) electrons, which can move through the metal structure carrying kinetic energy quickly from the hot side to the cooler side, in addition to the particle-to-particle vibration. (b) The water in direct contact with the hot base of the saucepan is heated first; as this water heats up, it expands and becomes less dense than the surrounding cooler water, so it rises. Cooler, denser water from elsewhere in the pan sinks down to take its place near the base, where it is then heated in turn. This continuous cycle of rising warm water and sinking cool water sets up a convection current, which circulates heat throughout the water in the pan. (c) Dark, matt surfaces are better absorbers (and, when hot, better emitters) of heat/infrared radiation than light, shiny surfaces. A light, shiny surface reflects a much greater proportion of the radiation that falls on it rather than absorbing it, so less of the heat energy from the flame or surroundings would be absorbed by the saucepan if its outer surface were light and shiny instead of dark and matt. Final answer: (a) particles gain kinetic energy and vibrate more, passing energy to neighbouring particles by collision, with free electrons in the metal also transferring energy quickly; (b) heated water near the base becomes less dense and rises, cooler denser water sinks to replace it, setting up a convection current; (c) dark matt surfaces absorb heat/infrared radiation better than light shiny surfaces, which reflect more radiation.

Marking scheme

(a) [1] particles gain kinetic energy/vibrate more when heated; [1] energy passed to neighbouring particles by collision; [1] free/delocalised electrons in the metal also transfer energy (quickly), explaining why metals are good conductors. (b) [1] heated water near the base becomes less dense and rises; [1] cooler, denser water sinks to replace it, setting up a circulating convection current. (c) [1] dark/matt surfaces are better absorbers of heat/infrared radiation; [1] light/shiny surfaces reflect more radiation (absorb less).
Question 8 · Calculations, Circuit Diagrams & Force Analysis
7 marks
A radioactive isotope used in a hospital scan has a half-life of 6 hours. A sample initially has an activity of 800 counts per minute (cpm), after the background count has already been subtracted.
(a) Calculate the activity of the sample after 18 hours. [3]
(b) Explain why the background count must be subtracted before carrying out half-life calculations of this kind. [2]
(c) State one precaution that should be taken to minimise the risk to staff who work with radioactive sources of this kind. [2]
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Worked solution

(a) The number of half-lives that have passed in 18 hours is \( 18 / 6 = 3 \). Starting from an activity of 800 cpm, the activity halves with each half-life: after 1 half-life (6 hours), 800 -> 400 cpm; after 2 half-lives (12 hours), 400 -> 200 cpm; after 3 half-lives (18 hours), 200 -> 100 cpm. So the activity after 18 hours is 100 cpm. (b) Background radiation comes from natural sources (such as cosmic rays and rocks) and is present all the time, regardless of the radioactive sample being studied. If this background count were not subtracted from the readings, the measured activity would include this constant background contribution and would never fall to zero, even after many half-lives, giving an inaccurate (overestimated) picture of the sample's true activity and leading to an incorrect half-life calculation. (c) Precautions for staff working with radioactive sources of this kind include using lead shielding or lead-lined containers to absorb radiation, standing behind a barrier or using remote handling tools (e.g. tongs) to increase distance from the source, wearing a film badge or dosimeter to monitor personal radiation exposure over time, and minimising the amount of time spent near the source. Any one valid precaution is acceptable. Final answer: (a) 100 cpm; (b) background radiation is always present and not part of the sample's own activity, so it must be subtracted to find the sample's true activity and obtain an accurate half-life; (c) any one valid precaution, e.g. lead shielding, increasing distance, minimising time, or wearing a dosimeter.

Marking scheme

(a) [1] recognises 18 hours = 3 half-lives; [1] correct method shown (successive halving: 800->400->200->100); [1] final answer 100 cpm. (b) [1] background radiation is always present/not part of the sample's activity; [1] must be subtracted to find the true activity, otherwise the half-life calculation would be inaccurate. (c) [1] any one valid precaution named (e.g. shielding, distance, time, dosimeter); [1] brief correct explanation of how it reduces risk (if given).
Question 9 · 6-Mark Extended Response (QWC)
6 marks
Discuss the advantages and disadvantages of using renewable energy sources, compared with non-renewable energy sources, for generating electricity. The quality of your written communication will be assessed in this question.
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Worked solution

Renewable energy sources, such as wind, solar (sunlight), hydroelectric and tidal power, are collected from resources that will never run out, or that are naturally replenished within a human lifetime. A major advantage is that most renewable sources produce little or no pollution or carbon dioxide during operation, so they do not contribute directly to the greenhouse effect or climate change in the way that burning fossil fuels does. However, many renewable sources are unreliable or intermittent, since they depend on weather conditions (for example, wind turbines generate little electricity on a calm day, and solar panels generate less on a cloudy day or at night), meaning they cannot always guarantee a constant supply of electricity to match demand. Renewable technologies can also have high initial set-up and installation costs, and some, such as large wind farms, are considered by some people to be unsightly or to have a negative effect on the local landscape or wildlife habitats. Non-renewable energy sources, including fossil fuels (coal, oil and natural gas) and nuclear fuel, have a finite supply that will eventually run out, since they take millions of years to form (in the case of fossil fuels) or rely on a limited supply of uranium ore (in the case of nuclear). A key advantage of non-renewable sources is that they can currently provide large, reliable amounts of power on demand, using well-established infrastructure and technology, which is important for meeting consistent, high electricity demand. However, burning fossil fuels releases carbon dioxide, which contributes significantly to the greenhouse effect and climate change, as well as other pollutants that can affect air quality and human health. Nuclear power does not produce carbon dioxide during operation, but it does produce radioactive waste, which must be safely stored for a very long time, and there are ongoing public concerns about the safety of nuclear power stations. Overall, while non-renewable sources currently offer reliability, the finite nature of fossil fuels and their environmental impact mean there is an increasing emphasis on developing renewable alternatives, even though challenges around reliability and cost remain to be addressed. Final answer: renewables are inexhaustible and largely pollution-free but unreliable/weather-dependent and can be costly to set up; non-renewables (fossil fuels, nuclear) are currently reliable and well-established but finite, and fossil fuels in particular release carbon dioxide and other pollutants contributing to climate change, while nuclear produces radioactive waste.

Marking scheme

Level 1 (1-2 marks): Basic identification of one or two points about renewable and/or non-renewable energy, e.g. 'fossil fuels run out', with limited detail; writing has basic accuracy and a limited range of specialist terms. Level 2 (3-4 marks): Clear description of at least one advantage and one disadvantage of both renewable and non-renewable sources, with some developed explanation; writing is reasonably accurate with an adequate range of specialist vocabulary. Level 3 (5-6 marks): Thorough, balanced discussion covering reliability, environmental impact (e.g. carbon dioxide/greenhouse effect, radioactive waste), finite versus renewable supply, and cost, for both renewable and non-renewable sources, with a reasoned overall conclusion; writing is well organised, accurate, and uses specialist vocabulary confidently and precisely.

Section Unit 4: Practical Skills Booklet A (GSA43)

Answer both practical investigations (Chemistry and Physics). 30 marks total.
2 Question · 30 marks
Question 1 · Hands-on Practical Investigation & Graphing
15 marks
A student investigates the energy content of two food samples (a peanut and a crisp) by burning each sample under a boiling tube containing 25 cm3 of water and recording the temperature rise of the water.
(a) State the piece of apparatus that should be used to measure the volume of water accurately. [1]
(b) State the piece of apparatus used to measure the temperature of the water, and state an appropriate temperature range for this apparatus. [2]
(c) The student's results are shown below.
Food sample | Mass burned (g) | Initial water temperature (C) | Final water temperature (C)
Peanut | 0.5 | 20 | 42
Crisp | 0.4 | 20 | 33
Calculate the temperature rise of the water for each food sample. [2]
(d) Using the equation energy (J) = mass of water (g) x 4.2 x temperature rise (C), and taking the mass of water as 25 g, calculate the energy released by burning the peanut. [3]
(e) State two variables that should be controlled to make this a fair test when comparing the two food samples. [2]
(f) State one way the accuracy of this experiment could be improved, and explain why your suggestion would improve accuracy. [2]
(g) Suggest one safety precaution that should be taken when carrying out this experiment. [1]
(h) For each sample, calculate the temperature rise of water per gram of food burned (temperature rise divided by mass burned). Use these values to state which food sample released more energy per gram, and justify your answer. [2]
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Worked solution

(a) A measuring cylinder is the appropriate apparatus for accurately measuring a volume of water such as 25 cm3. (b) A thermometer is used to measure the temperature of the water; a standard laboratory thermometer with a range of approximately 0-100 C (or -10 to 110 C) would be suitable, since the initial and final temperatures in this experiment fall well within this range. (c) The temperature rise is the final temperature minus the initial temperature: for the peanut, 42 - 20 = 22 C; for the crisp, 33 - 20 = 13 C. (d) Using energy (J) = mass of water (g) x 4.2 x temperature rise (C): energy = 25 x 4.2 x 22. First, 25 x 4.2 = 105; then 105 x 22 = 2310 J. So the peanut released 2310 J of energy. (e) To make this a fair test, variables that should be controlled include the volume of water used (25 cm3 for both), the initial temperature of the water, and the distance between the flame and the boiling tube (which affects how much of the heat produced actually reaches the water). Any two valid variables are acceptable. (f) One way to improve accuracy is to shield the burning food sample from draughts (e.g. using a screen), or to use a lid on the boiling tube; this reduces the amount of heat lost to the surroundings rather than being transferred to the water, so the measured temperature rise (and calculated energy value) is closer to the true energy content of the food. (g) Since this experiment involves an open flame and burning food, safety precautions include tying back long hair, wearing eye protection, working away from flammable materials, and using tongs to hold the burning sample safely. Any one valid precaution is acceptable. (h) The temperature rise per gram is found by dividing the temperature rise by the mass burned: for the peanut, 22 / 0.5 = 44 C/g; for the crisp, 13 / 0.4 = 32.5 C/g. Since the peanut produces a greater temperature rise per gram of food burned than the crisp (44 C/g compared with 32.5 C/g), and temperature rise per gram is a simple, direct indicator of energy released per gram (with the same mass of water and specific heat capacity used for both), this shows that the peanut released more energy per gram than the crisp. Final answer: (a) measuring cylinder; (b) thermometer, range approx. 0-100 C; (c) peanut = 22 C, crisp = 13 C; (d) 2310 J; (e) any two of volume of water, initial water temperature, distance from flame to tube; (f) shield from draughts/use a lid, to reduce heat loss so the reading is closer to the true energy content; (g) any valid safety precaution; (h) peanut = 44 C/g, crisp = 32.5 C/g; the peanut released more energy per gram.

Marking scheme

(a) [1] measuring cylinder. (b) [1] thermometer; [1] valid range (e.g. 0-100 C or -10 to 110 C). (c) [1] peanut = 22 C; [1] crisp = 13 C. (d) [1] correct substitution 25 x 4.2 x 22; [1] intermediate/final working shown; [1] answer 2310 J. (e) [1] each for two valid controlled variables (e.g. volume of water, initial water temperature, distance from flame to tube), up to [2]. (f) [1] valid improvement (e.g. shield from draughts, use a lid); [1] correct explanation linking it to reduced heat loss/more accurate energy value. (g) [1] any valid safety precaution. (h) [1] correct values 44 C/g (peanut) and 32.5 C/g (crisp); [1] correct conclusion (peanut releases more energy per gram) with justification referencing the calculated values.
Question 2 · Hands-on Practical Investigation & Graphing
15 marks
A student investigates how the current through a fixed resistor varies with the voltage across it, using a variable power supply, an ammeter and a voltmeter. The results are shown below.
Voltage (V) | 0 | 1.0 | 2.0 | 3.0 | 4.0
Current (A) | 0 | 0.20 | 0.41 | 0.60 | 0.80
(a) State how the ammeter and the voltmeter should be connected in this circuit. [2]
(b) Describe how the student could use these results to determine whether the resistor obeys Ohm's law. [2]
(c) Using the data for V = 4.0 V, calculate the resistance of the resistor at this point, using resistance = voltage / current. [2]
(d) One of the current readings appears anomalous. Identify this anomalous reading and suggest what the student should do with it when analysing the data. [2]
(e) State two variables that should be kept constant during this investigation to make it a valid test of Ohm's law. [2]
(f) Explain why it is important to keep the temperature of the resistor constant throughout this investigation. [2]
(g) Describe the shape of the graph of voltage (y-axis) against current (x-axis) that these results would produce if the resistor obeys Ohm's law, and state what this shape shows. [3]
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Worked solution

(a) To measure the current flowing through the resistor, the ammeter must be connected in series with the resistor, so that the same current that flows through the resistor also flows through the ammeter. To measure the voltage across the resistor without significantly affecting the current in the circuit, the voltmeter must be connected in parallel across the resistor. (b) The student should plot a graph of voltage (y-axis) against current (x-axis) using the results. If the resulting graph is a straight line that passes through the origin, this shows that voltage and current are directly proportional to one another (at constant temperature), which is the definition of Ohm's law; if the graph curves or does not pass through the origin, the resistor does not obey Ohm's law under those conditions. (c) Using resistance = voltage / current, at V = 4.0 V and I = 0.80 A: R = 4.0 / 0.80 = 5.0 ohm. (d) Checking each pair of readings against resistance = voltage / current: at 1.0 V, 0.20 A gives R = 5.0 ohm; at 3.0 V, 0.60 A gives R = 5.0 ohm; at 4.0 V, 0.80 A gives R = 5.0 ohm. However, at 2.0 V, the current of 0.41 A gives R = 2.0 / 0.41 = 4.9 ohm (to 2 s.f.), which does not fit the consistent pattern of 5.0 ohm shown by all the other readings; a current close to 0.40 A would have been expected at 2.0 V to match this pattern. This makes the 0.41 A reading anomalous. The student should repeat this particular measurement to check it; if it remains inconsistent with the trend, it should be excluded when drawing the line of best fit on the graph (though it would still be recorded in the results table). (e) To make this a valid, controlled test of Ohm's law, the student should keep constant any variables that could otherwise affect resistance or the V-I relationship, such as the temperature of the resistor, and the length, thickness (cross-sectional area) and material of the wire or resistor used. Any two valid variables are acceptable. (f) The resistance of many conductors, including most metal wires, changes with temperature (typically increasing as temperature increases). If the resistor were allowed to heat up during the investigation, for example due to the current flowing through it, its resistance could change part-way through the experiment. This would mean the voltage and current readings taken at different points would not all correspond to the same, constant resistance, making it harder to obtain a true straight-line graph and correctly test whether the resistor obeys Ohm's law. (g) If the resistor obeys Ohm's law, the graph of voltage against current would be a straight line passing through the origin (0,0). This straight line through the origin shows that voltage is directly proportional to current for this resistor at constant temperature. The gradient (slope) of this straight line is equal to the resistance of the resistor, since voltage = current x resistance means resistance is the constant of proportionality between voltage and current. Final answer: (a) ammeter in series, voltmeter in parallel across the resistor; (b) plot V against I; a straight line through the origin shows Ohm's law is obeyed; (c) 5.0 ohm; (d) the 0.41 A reading at 2.0 V is anomalous; repeat it, and exclude from the line of best fit if still inconsistent; (e) any two of temperature, length, cross-sectional area or material of the resistor/wire; (f) resistance of a conductor can change with temperature, so keeping it constant ensures a true, valid V-I relationship is obtained; (g) straight line through the origin, showing voltage is directly proportional to current; the gradient equals the resistance.

Marking scheme

(a) [1] ammeter in series; [1] voltmeter in parallel (across the resistor). (b) [1] plot voltage against current (or V-I graph); [1] a straight line through the origin shows the resistor obeys Ohm's law (V and I directly proportional). (c) [1] correct substitution 4.0/0.80; [1] answer 5.0 ohm. (d) [1] correctly identifies the 0.41 A reading at 2.0 V as anomalous; [1] valid treatment (repeat the reading; exclude from the line of best fit if confirmed as an outlier). (e) [1] each for two valid controlled variables (e.g. temperature, length, cross-sectional area, material of wire/resistor), up to [2]. (f) [1] resistance of a conductor can change with temperature; [1] this would affect the V-I readings/prevent a true test of proportionality if temperature is not kept constant. (g) [1] straight line through the origin; [1] shows voltage directly proportional to current; [1] gradient of the line equals the resistance.

Section Unit 4: Practical Skills Booklet B (GSA44)

Answer all ten questions. 70 marks total. Quality of written communication assessed in Question 3(a).
10 Question · 70 marks
Question 1 · Practical Theory, Data Processing & Analysis
6 marks
A student wants to investigate how the length of a wire affects its electrical resistance.
(a) Identify the independent variable and the dependent variable in this investigation. [2]
(b) Suggest a suitable hypothesis for this investigation, giving a reason for your prediction. [2]
(c) State two variables that the student should control to make this a fair test. [2]
Show answer & marking scheme

Worked solution

(a) In this investigation, the student changes the length of the wire being tested, so length is the independent variable; the student measures the resulting resistance, so resistance is the dependent variable. (b) A suitable hypothesis is that as the length of the wire increases, its resistance will also increase. This is because a longer wire provides more atoms for the moving electrons to collide with as they travel through it, making it harder for the current to flow and therefore increasing the resistance. (c) To make this a fair test, the student must control other variables that affect resistance, such as the material the wire is made from (different materials have different resistances), and the cross-sectional area/diameter of the wire (a thicker wire has lower resistance), along with keeping the wire at a constant temperature. Any two valid controlled variables are acceptable. Final answer: (a) independent = length of wire; dependent = resistance; (b) resistance increases as length increases, because a longer wire means more collisions between electrons and atoms; (c) any two of material of wire, cross-sectional area/diameter of wire, or temperature.

Marking scheme

(a) [1] independent variable = length of wire; [1] dependent variable = resistance. (b) [1] correct directional prediction (resistance increases with length); [1] valid reason (more atoms/collisions along a longer wire). (c) [1] each for two valid controlled variables (e.g. material, cross-sectional area/diameter, temperature), up to [2].
Question 2 · Practical Theory, Data Processing & Analysis
6 marks
A student plans to investigate the effect of temperature on the rate of reaction between sodium thiosulfate solution and dilute hydrochloric acid, which produces a cloudy sulfur precipitate.
(a) Suggest a suitable method the student could use to measure the rate of this reaction. [2]
(b) Identify one hazard associated with this investigation and state a suitable precaution. [2]
(c) Suggest one piece of equipment, other than a thermometer, that the student would need for this investigation, and state its purpose. [2]
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Worked solution

(a) A suitable method is the 'disappearing cross' method: the flask containing the sodium thiosulfate and hydrochloric acid is placed over a piece of paper marked with a black cross (or 'X'), and the student measures the time taken from mixing the reactants until the cross can no longer be seen through the increasingly cloudy solution, as insoluble sulfur is produced. This is repeated at different temperatures to compare the rate of reaction. (b) Dilute hydrochloric acid is an irritant and can harm skin or eyes if it makes contact, so wearing eye protection is a suitable precaution; alternatively, the reaction produces some sulfur dioxide gas, which can irritate the respiratory system, so carrying out the reaction in a well-ventilated area or fume cupboard is a suitable precaution. (c) A stopwatch (timer) is needed, other than the thermometer, to measure the time taken from mixing the reactants until the cross disappears from view, which is used as the measure of reaction rate at each temperature. Final answer: (a) time how long it takes for a cross viewed through the reaction flask to disappear as the solution becomes cloudy; (b) hydrochloric acid/sulfur dioxide is an irritant, so wear eye protection and/or work in a well-ventilated area; (c) a stopwatch, to time how long the reaction takes to reach the end point (cross disappearing).

Marking scheme

(a) [1] describes the 'disappearing cross' method (paper with a cross placed under/behind the flask); [1] correctly states what is measured (time for the cross to disappear/no longer be visible). (b) [1] valid hazard (e.g. acid is an irritant, or sulfur dioxide gas produced is an irritant); [1] valid matching precaution (e.g. eye protection, ventilation/fume cupboard). (c) [1] valid equipment (stopwatch/timer); [1] correct purpose (timing the reaction to its end point).
Question 3 · Practical Theory, Data Processing & Analysis
7 marks
A student measures the time taken for a paper cone to fall a fixed distance, repeating the experiment three times. The results are: Trial 1 = 1.2 s, Trial 2 = 1.4 s, Trial 3 = 1.3 s.
(a) Calculate the mean (average) time taken for the paper cone to fall. [2]
(b) Explain why it is good scientific practice to repeat a measurement and calculate a mean. [2]
(c) State an appropriate number of decimal places for recording the mean time, and explain your choice in relation to the precision of the original readings. [3]
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Worked solution

(a) The mean is calculated by adding the three trial times and dividing by the number of trials: (1.2 + 1.4 + 1.3) / 3 = 3.9 / 3 = 1.3 s. (b) Repeating a measurement several times and calculating a mean helps to reduce the effect of random errors or one-off anomalous readings (for example, caused by slight variation in how the cone was released or timed), giving a value that is more reliable and more representative of the true time than any single reading alone. (c) The mean should be recorded to 1 decimal place, i.e. 1.3 s, because each of the original readings was recorded to 1 decimal place (to the nearest 0.1 s). Recording the mean to more decimal places than the original data supports (for example, to 2 or 3 decimal places) would give a false impression of a level of precision that the original timing method could not actually achieve. Final answer: (a) 1.3 s; (b) repeating and averaging reduces the effect of random errors/anomalies, giving a more reliable result; (c) 1 decimal place, matching the precision of the original readings, to avoid implying false precision.

Marking scheme

(a) [1] correct method shown (sum of three values / 3); [1] answer 1.3 s. (b) [1] repeating reduces the effect of random errors/anomalous readings; [1] gives a more reliable/representative result. (c) [1] correctly identifies 1 decimal place as appropriate; [1] links this to the precision of the original readings (also to 1 d.p.); [1] explains that using more decimal places would falsely imply greater precision than the data supports.
Question 4 · Practical Theory, Data Processing & Analysis
7 marks
A student investigates how the extension of a spring changes with the force applied, and obtains the following results.
Force (N) | 1 | 2 | 3 | 4 | 5
Extension (mm) | 10 | 19 | 42 | 39 | 50
(a) A plot of these results is not required. Identify which result appears anomalous, giving a reason. [2]
(b) State what the student should do with this anomalous result when drawing a line of best fit. [1]
(c) Describe the relationship between force and extension shown by the remaining (non-anomalous) results. [2]
(d) Suggest one way the student could improve the reliability of the anomalous result. [2]
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Worked solution

(a) Looking at the pattern of the results excluding the Force = 3 N point: at 1 N, 10 mm; at 2 N, 19 mm; at 4 N, 39 mm; at 5 N, 50 mm. These values increase steadily and consistently with force (roughly 9-10 mm of extension per newton). However, at Force = 3 N, the extension recorded is 42 mm, which is even greater than the extension at Force = 4 N (39 mm); since extension should increase (or at least not decrease) as force increases, this result at 3 N clearly does not fit the trend shown by the rest of the data, making it anomalous. (b) When drawing a line of best fit through the data, the anomalous point (42 mm at 3 N) should be ignored/excluded, since including it would distort the line; however, it should still be kept in the results table as a recorded reading, rather than being deleted from the record entirely. (c) Excluding the anomalous point, the results show that as the force applied to the spring increases, the extension increases in a steady, proportional (linear) way; this is consistent with Hooke's law, which states that the extension of a spring is directly proportional to the force applied, provided the spring is not stretched beyond its elastic limit. (d) The reliability of the anomalous result could be improved by repeating the measurement at Force = 3 N, ideally several times, and calculating a mean of these repeats; this would show whether 42 mm was simply a one-off measurement error, or whether it is consistently reproduced (in which case it may not be a true anomaly after all). Final answer: (a) the 42 mm reading at 3 N is anomalous, since it is higher than the reading at 4 N, breaking the increasing trend; (b) exclude it from the line of best fit; (c) extension increases proportionally (linearly) with force, consistent with Hooke's law; (d) repeat the 3 N measurement several times and calculate a mean.

Marking scheme

(a) [1] correctly identifies the 42 mm reading at Force = 3 N as anomalous; [1] valid reason (it is higher than the reading at 4 N/breaks the increasing trend). (b) [1] exclude/ignore this point when drawing the line of best fit. (c) [1] extension increases as force increases; [1] correctly describes this as a proportional/linear relationship (or references Hooke's law). (d) [1] repeat the measurement at Force = 3 N; [1] calculate a mean of the repeats to check the reading.
Question 5 · Practical Theory, Data Processing & Analysis
7 marks
A student plots a graph of distance travelled (y-axis, in metres) against time (x-axis, in seconds) for a toy car moving at a constant speed, and obtains a straight line passing through the origin. The line passes through the point (4 s, 12 m).
(a) State what the straight line passing through the origin shows about the relationship between distance and time. [1]
(b) Calculate the gradient of the line, showing your working, and state what this gradient represents. [3]
(c) State one reason why it is important to choose scales that use as much of the graph paper as possible when plotting a graph. [1]
(d) Explain how an anomalous point can be identified on a graph. [2]
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Worked solution

(a) A straight line passing through the origin on a distance-time graph shows that distance is directly proportional to time, which means the toy car is travelling at a constant (steady) speed. (b) The gradient of a straight line is calculated as the change in the y-value divided by the change in the x-value. Since the line passes through the origin (0, 0) and the point (4 s, 12 m): gradient = 12 / 4 = 3. Since distance is on the y-axis (metres) and time is on the x-axis (seconds), this gradient represents the speed of the toy car, which is 3 m/s (consistent with average speed = distance/time). (c) Using as much of the available graph paper as possible makes the plotted graph larger, which makes it easier to read values from it (such as the gradient, or values read off the line) accurately and precisely; a small, cramped graph makes such readings less precise and increases the chance of error. (d) An anomalous point on a graph is one that lies noticeably away from the line of best fit (or the general trend/pattern) followed by the rest of the data points, standing out as inconsistent with the overall pattern shown by the other results. Final answer: (a) distance is directly proportional to time (constant speed); (b) gradient = 3 m/s, representing the speed of the toy car; (c) using more of the graph paper allows values to be read more precisely/accurately; (d) an anomalous point lies clearly away from the line of best fit/general trend of the other data points.

Marking scheme

(a) [1] distance directly proportional to time/constant speed. (b) [1] correct working shown (12/4); [1] answer 3 m/s; [1] correctly states the gradient represents speed. (c) [1] valid reason (larger graph allows more precise/accurate reading of values). (d) [1] lies away from the line of best fit/general trend; [1] valid elaboration (e.g. clearly inconsistent with the rest of the data).
Question 6 · Practical Theory, Data Processing & Analysis
7 marks
A student uses Benedict's solution to test three food samples for reducing sugar, heating each in a water bath and recording the colour after 5 minutes. Sample X turns brick-red, Sample Y stays blue, and Sample Z turns green.
(a) State what the results indicate about the reducing sugar content of each sample. [3]
(b) Explain why a water bath, rather than heating the test tubes directly over a Bunsen burner flame, is used for this test. [2]
(c) Suggest one improvement the student could make to obtain more quantitative (rather than just qualitative) data about the amount of reducing sugar present. [2]
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Worked solution

(a) Benedict's solution starts blue, and turns to a brick-red precipitate for a strongly positive result, with intermediate colours (such as green, then yellow, then orange) indicating a smaller amount of reducing sugar present as the concentration decreases, and staying blue if no reducing sugar is present. Applying this: Sample X, which turns brick-red, contains a large amount of reducing sugar (a strongly positive result). Sample Y, which stays blue, contains no reducing sugar (a negative result). Sample Z, which turns green, contains a small amount of reducing sugar (a weak positive result, less than the amount in Sample X). (b) A water bath heats the test tubes gently, evenly and at a controlled, safe temperature (around 100 degrees C, the temperature of boiling water), avoiding sudden or uneven heating. Heating the test tubes directly over a naked Bunsen burner flame could heat the solution too quickly or unevenly, risking the solution spitting or boiling over, and is also a greater fire risk, especially since some food-testing reagents used in related tests (such as ethanol, used in the fat test) are flammable. (c) To obtain quantitative data rather than just a qualitative colour description, the student could use a colorimeter to measure the exact colour intensity (absorbance) of each solution after the test; this would give a numerical reading that could be compared against a calibration curve made from solutions of known sugar concentration, allowing the amount of reducing sugar in each sample to be estimated more precisely than by colour description alone. Final answer: (a) X = large amount of reducing sugar (strong positive); Y = no reducing sugar (negative); Z = small amount of reducing sugar (weak positive); (b) a water bath heats gently, evenly and safely, avoiding the risk of uneven heating/spitting/fire associated with a naked flame; (c) use a colorimeter to obtain a numerical (quantitative) measure of colour/absorbance, related to sugar concentration.

Marking scheme

(a) [1] X = large amount of reducing sugar (strong positive); [1] Y = no reducing sugar (negative); [1] Z = small amount of reducing sugar (weak positive, less than X). (b) [1] water bath heats gently/evenly at a controlled, safe temperature; [1] direct flame heating risks uneven heating/spitting/boiling over or fire risk. (c) [1] valid quantitative method (e.g. colorimeter); [1] correct explanation of how it gives a numerical/comparable measure of sugar concentration.
Question 7 · Practical Theory, Data Processing & Analysis
8 marks
A class investigates whether age affects reaction time, using a ruler-drop test. The mean reaction times for different age groups are shown below.
Age group (years) | 10-12 | 13-15 | 16-18 | Adult (30-50)
Mean reaction time (s) | 0.28 | 0.24 | 0.21 | 0.23
(a) Describe the pattern shown by the data as age increases from 10-12 to 16-18 years. [2]
(b) State whether the data for the Adult group fits the same pattern as the younger age groups, using figures from the table to support your answer. [2]
(c) Suggest one reason, other than age itself, why reaction time might differ between individuals. [2]
(d) State one way the reliability of the mean reaction time for each age group could be improved. [2]
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Worked solution

(a) The data shows a clear decreasing trend as age increases from 10-12 years (0.28 s) to 13-15 years (0.24 s) to 16-18 years (0.21 s): the mean reaction time gets progressively shorter (faster) as age increases across these three groups, suggesting that reaction time improves with increasing age over this range. (b) No, the Adult group does not continue this pattern. If the trend of decreasing reaction time with age had continued, the mean for adults would be expected to be lower than (or similar to) 0.21 s; however, the actual mean reaction time for the Adult group is 0.23 s, which is slightly higher (slower) than the 0.21 s recorded for the 16-18 age group, showing that reaction time increases again slightly in adulthood rather than continuing to improve. (c) Other than age, reaction time can be affected by factors such as how much practice or experience a person has with the specific reaction-time test being used, their level of concentration or alertness at the time of testing (e.g. if they are tired), or whether they were distracted during the test. Any one valid factor is acceptable. (d) The reliability of the mean reaction time for each age group could be improved by testing a larger sample of people within each age group (reducing the effect of any one person's unusually fast or slow reaction time on the group mean), and/or by repeating each individual's test several times and calculating a personal mean before combining results into the group mean, reducing the effect of any one-off anomalous attempt. Final answer: (a) reaction time decreases (gets faster) as age increases from 10-12 to 16-18 years; (b) no, the Adult mean (0.23 s) is higher than the 16-18 group's mean (0.21 s), breaking the decreasing trend; (c) any one valid factor, e.g. practice/experience, concentration, or distraction; (d) test a larger sample and/or repeat each person's test and take a mean.

Marking scheme

(a) [1] reaction time decreases/gets faster as age increases; [1] correctly links this specifically to the range 10-12 to 16-18 years. (b) [1] correctly states the Adult group does not continue the trend; [1] supports this using the actual figures (0.23 s vs 0.21 s). (c) [1] valid factor named; [1] brief, valid link to how it could affect reaction time (if given, otherwise award for a clearly valid single factor). (d) [1] each for a valid method of improving reliability (e.g. larger sample size, repeating and averaging individual results), up to [2].
Question 8 · Practical Theory, Data Processing & Analysis
8 marks
A student investigates the reactivity of four metals (magnesium, zinc, iron and copper) by adding a small, equal-sized piece of each metal to separate test tubes, each containing 10 cm3 of the same concentration of dilute hydrochloric acid, and timing how long it takes for each metal to completely react/dissolve.
(a) Identify the independent variable and the dependent variable in this investigation. [2]
(b) State two variables that must be controlled to make this a valid comparison between the four metals. [2]
(c) The student notices that some of the metal pieces used were not exactly the same size. Explain how this could affect the validity of the student's conclusions. [2]
(d) Suggest a more precise, quantitative method the student could use, instead of timing how long each piece takes to dissolve, to measure and compare the rate of reaction for each metal. [2]
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Worked solution

(a) The student deliberately changes the type of metal used in each test tube, so the type/identity of the metal is the independent variable. The student measures the time taken for each metal to completely react, so this time is the dependent variable. (b) To make this a valid, fair comparison between the four metals, the student must keep other variables constant, such as the volume of acid used (10 cm3 in each case, as stated), the concentration of the acid, and the temperature of the acid; any two of these are acceptable. (c) If the pieces of metal used were not exactly the same size, then a metal with a smaller piece would have less metal to react with the acid, and so might appear to dissolve completely more quickly than a metal with a larger piece, purely because of the difference in size, not because it is genuinely more reactive. This means the comparison between the four metals would not be a fair test, so any conclusions drawn about which metal is more or less reactive, based on these results, could be invalid or misleading. (d) Instead of simply timing how long each piece takes to completely dissolve (which can be difficult to judge precisely by eye), the student could measure the volume of hydrogen gas produced over a fixed period of time using a gas syringe attached to each test tube. Comparing the volume of gas produced in the same amount of time (or plotting a volume-time graph for each metal and comparing the initial gradients) would give a more precise, quantitative measure of the rate of reaction for each metal, allowing a more reliable comparison of reactivity. Final answer: (a) independent = type of metal; dependent = time taken to react/dissolve; (b) any two of volume of acid, concentration of acid, or temperature; (c) an unequal piece size could make a metal appear to react faster/slower simply due to size, not true reactivity, invalidating the comparison; (d) measure the volume of hydrogen gas produced over time using a gas syringe, and compare rates from the volume-time data.

Marking scheme

(a) [1] independent variable = type/identity of metal; [1] dependent variable = time taken to react/dissolve. (b) [1] each for two valid controlled variables (e.g. volume of acid, concentration of acid, temperature), up to [2]. (c) [1] explains that unequal piece size could make a metal appear to react faster/slower simply due to the amount of metal present, not its true reactivity; [1] explains this makes the comparison unfair/the conclusions potentially invalid. (d) [1] valid quantitative method named (e.g. gas syringe to measure volume of hydrogen gas produced); [1] correct explanation of how it allows a precise comparison of rate (e.g. via a volume-time graph/gradient).
Question 9 · Practical Theory, Data Processing & Analysis
8 marks
The table below shows the volume of gas produced over time when calcium carbonate chips react with excess dilute hydrochloric acid.
Time (s) | 0 | 20 | 40 | 60 | 80 | 100
Volume of gas (cm3) | 0 | 18 | 30 | 38 | 42 | 42
(a) State the independent and dependent variables for this investigation. [2]
(b) State the time at which the reaction appears to have finished, and explain how you can tell this from the data. [2]
(c) Describe how the rate of reaction changes over the course of this experiment, referring to the shape the graph of these results would have. [2]
(d) Explain, in terms of particles, why the rate of reaction is fastest at the very start of the experiment. [2]
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Worked solution

(a) The student is measuring the volume of gas produced at different times, so time is the independent variable and volume of gas produced is the dependent variable. (b) The volume of gas produced remains at 42 cm3 between 80 s and 100 s, with no further increase; since gas is no longer being produced (the volume has levelled off), this shows the reaction has finished, at around 80 s. (c) The rate of reaction (shown by the gradient of the graph) is fastest at the very start of the experiment, giving the steepest gradient between 0 and 20 s. As the reaction proceeds, the rate gradually slows down, shown by the gradient of the graph becoming progressively less steep between later time intervals (e.g. between 60 s and 80 s), until the reaction finishes and the graph becomes a flat, horizontal line (from 80 s onwards), showing the rate has dropped to zero. (d) At the very start of the reaction, the concentration of the hydrochloric acid is at its highest, since none of it has yet reacted. This means there is a higher frequency of collisions between the acid particles and the surface of the calcium carbonate chips. Since a higher proportion of these collisions occur, more of them are successful (result in a reaction) per second, giving the fastest rate of reaction at the very start. As the reaction proceeds, the acid becomes less concentrated (used up), so the collision frequency, and therefore the rate, decreases. Final answer: (a) independent = time; dependent = volume of gas produced; (b) reaction finishes at approximately 80 s, since the volume of gas stops increasing after this point; (c) rate is fastest at the start (steepest gradient), then gradually slows, and the graph becomes flat once the reaction finishes; (d) acid concentration is highest at the start, giving the highest frequency of successful collisions between acid and calcium carbonate particles, and therefore the fastest rate.

Marking scheme

(a) [1] independent variable = time; [1] dependent variable = volume of gas produced. (b) [1] correctly identifies approximately 80 s; [1] valid explanation (volume of gas stays constant/no further increase after this time). (c) [1] rate is fastest at the start (steepest gradient); [1] rate gradually decreases, graph becomes flat/levels off once the reaction is finished. (d) [1] acid concentration is highest at the start; [1] correctly links this to a higher frequency of (successful) collisions between acid and calcium carbonate particles, giving the fastest rate.
Question 10 · 6-Mark Extended Response (QWC)
6 marks
A student investigating a factor affecting the rate of a chemical reaction has collected experimental data, and now wants to write an evidence-based conclusion. Explain what the student should include in a good scientific conclusion, and describe the steps the student should take to evaluate the reliability of their results and identify possible improvements to their method. The quality of your written communication will be assessed in this question.
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Worked solution

A good scientific conclusion should begin by referring back to the original hypothesis or prediction, stating clearly whether the results support or refute it. It should describe the trend or pattern shown by the data, using specific figures or values taken directly from the results (rather than a vague statement such as 'as X increases, Y increases'), and should explain this trend using relevant scientific knowledge, such as collision theory in the case of a rate-of-reaction investigation, linking the pattern in the data to an underlying scientific explanation. To evaluate the reliability of the results, the student should consider whether repeated readings were consistent with one another (a small spread/range between repeats suggests good reliability, while a large spread suggests poor reliability), and should identify any anomalous results, explaining how these were dealt with (for example, repeated and excluded from the mean, or excluded from the line of best fit) and considering possible sources of error in the method that could explain them, such as human reaction time affecting when a stopwatch was started or stopped, or difficulty judging a colour change by eye. To identify possible improvements, the student should suggest ways of making the method more precise or more reliable, such as using more precise or automated apparatus (for example, a data logger, light gate or colorimeter instead of a stopwatch and human judgement of an end point), increasing the number of repeats at each value of the independent variable to improve the reliability of the calculated mean, or using a wider range of the independent variable, or smaller intervals between values tested, to obtain a more detailed picture of the trend. Final answer: a good conclusion refers to the hypothesis, describes the trend using specific data values, and explains it scientifically; reliability is evaluated by checking the consistency of repeats and considering anomalies and sources of error; improvements include more precise apparatus, more repeats, and a wider range/smaller intervals of the independent variable.

Marking scheme

Level 1 (1-2 marks): Basic statement(s) about writing a conclusion, e.g. 'you should say what happened', with limited detail; writing has basic accuracy and a limited range of specialist terms. Level 2 (3-4 marks): Clear description of some elements of a good conclusion (e.g. referring to the hypothesis, describing the trend) and/or some valid points on evaluating reliability or suggesting improvements, with reasonable accuracy and an adequate range of specialist vocabulary. Level 3 (5-6 marks): Thorough, well-structured answer covering how to write an evidence-based conclusion (referring to the hypothesis, describing the trend with data, scientific explanation), how to evaluate reliability (consistency of repeats, treatment of anomalies, sources of error), and specific, valid suggestions for improving the method (e.g. more precise apparatus, more repeats, wider range/smaller intervals); writing is well organised, accurate, and uses specialist vocabulary confidently and precisely.

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