Show model answer and explanation
conclusion
A conclusion relates evidence to the question.
Class 7 · English Medium · Pearson Edexcel · General science
Pearson Lower Secondary Science qualification specification, Issue 2 November 2024 · Chapter companion part
Build Year 7 enquiry skills: calculations, patterns and conclusions, using supplied data and your own reasoning.
Original Year 7 practice for shared Pearson Year 7–9 scientific enquiry objectives. The Class 7 Edexcel course slot provides access; confirm programme-year placement with a teacher. This is selected companion practice, not full national, Cambridge or Pearson programme coverage.
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A conclusion states what the evidence supports about the question. A prediction was written beforehand; the conclusion is written after comparing it with observations. Quote relevant measurements and units, describe their pattern, and say whether they support or conflict with the prediction. A result that conflicts with a prediction is still useful evidence.
A difference is found by subtraction. A mean is the total of the readings divided by how many readings there are; it summarises their average level. A range is the largest reading minus the smallest; it describes their spread. These summaries help describe the supplied results but cannot by themselves prove a method accurate or a cause established.
A comparative statement names what changes and by how much, using the same units. As input increased, output increased describes a direction, not necessarily a proportional rule. Doubling an input only demonstrates a doubling relationship if the supplied outputs also support it. Keep the claim within the values and conditions actually tested.
Use the scientific mechanism relevant to the model to explain a pattern. Two quantities changing together is an association; it does not alone establish that one caused the other. Check controlled conditions and possible other explanations. Separate a data-supported observation, a plausible explanation and a further prediction.
The fictional ramp table pairs heights of 2, 4 and 6 cm with travel distances of 20, 35 and 45 cm. Distance increased across those heights, supporting a prediction of farther travel within the stated conditions. The evidence does not describe every possible height, car or surface.
From height 2 to 4 cm, distance increased by 15 cm: 35 − 20. From 4 to 6 cm, it increased by 10 cm: 45 − 35. Doubling height from 2 to 4 cm did not double distance from 20 to 40 cm, so this table does not support a simple proportional rule.
At one model setting the readings are 34, 35 and 36 cm. The mean is (34 + 35 + 36) ÷ 3 = 35 cm, describing their average level. The range is 36 − 34 = 2 cm, describing the spread of these readings. A narrow spread does not check whether the instrument or start point was correct.
A greater start height can make more gravitational energy available for motion under these conditions. Energy losses and surfaces also affect the stopping distance. The mechanism is a possible explanation linked to the model; more evidence and controlled conditions are needed before extending the claim to different situations.
The supplied 2→4 cm height change produced a 20→35 cm distance change: 15 cm farther. This supports an increasing pattern but not a doubling rule. The conclusion should name both the pattern and its limits.
An increasing pattern is not automatically proportional: the supplied doubling comparison is 20→35, not 20→40.
For 34,35,36 cm, mean 35 cm describes the centre and range 2 cm describes spread. Neither verifies the measuring instrument.
Use within these supplied conditions rather than a promise about all possible cars or heights.
Show your working on paper and enter your answer here. If it does not match, compare the model and try again.
conclusion
A conclusion relates evidence to the question.
trend
A trend summarises the pattern; it does not prove a cause.
mean
The mean summarises the average level.
range
The range describes the spread of the supplied readings.
15
35 − 20 = 15 cm farther.
10
45 − 35 = 10 cm.
35
Their total is 105 cm; dividing by three readings gives a mean of 35 cm.
2
36 − 34 = 2 cm describes their spread.
40
2 × 20 = 40 cm; the supplied 35 cm result differs from this doubling model.
105
34 + 35 + 36 = 105 cm before calculating the mean.
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Distance increased from 20 to 45 cm as height increased from 2 to 6 cm in this model, supporting the predicted increasing pattern over that range.
Name the question, values, pattern and scope.
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At height 4 cm the 35 cm distance is larger than 20 cm at 2 cm height, but it is not double.
Use the supplied comparison, not a bare claim.
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The recorded distances increase, so the prediction is not supported by this supplied table.
Do not rewrite the measurements to agree with the prediction.
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The mean is the average level of the three supplied readings; the range is their 2 cm spread. They do not establish instrument accuracy or universal behaviour.
Define both quantities and keep the limit explicit.
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A higher start can provide more gravitational energy for motion, though friction and other conditions affect the final distance.
Link the idea to the trend while acknowledging losses and conditions.
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Only one model car, surface and limited heights are represented; other situations were not tested.
Identify the untested changes.
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At height 4 cm, the model distance is 35 cm, which is 15 cm farther than at height 2 cm.
Replace an undefined judgement with quantities and units.
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The distance readings increased across the stated heights; extra gravitational energy is a proposed reason under the model conditions.
A pattern and its explanation are related but different statements.
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State the inconsistency, avoid a firm universal trend and explain that checking or further evidence is needed.
Uncertainty should remain visible in the words.
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Surface effects could contribute to the distance change, so the evidence cannot isolate height as the cause.
Name the competing influence and a useful control.
Write a ramp conclusion, show a mean and range calculation, then separate the observed trend from a possible mechanism.
Keep your work on paper or in a local file. This page does not upload it or automatically grade the project.
This original Kidemy practice is mapped to selected Year 7 objectives in the Pearson Lower Secondary Science qualification specification, Issue 2 November 2024, PDF page 45. This public source does not establish the full programme or a complete textbook chapter list.
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