Analyse and evaluate data — AQA GCSE Physical Education
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Analyse and evaluate data explained
Analyse and evaluate data covers 5 specification points, including Analysis and evaluation of data Interpretation… and tables.
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Open a point below for its explanation and revision guidance.
Analysis and evaluation of data Interpretation of data presented in basic:
This skill asks you to read data from a basic presentation, then analyse it and evaluate it. Interpretation comes first: state what the figures show, for example a performer's heart rate rising from 70 beats per minute at rest to 150 beats per minute after exercise. Analysis then breaks the pattern into parts and links cause to effect, such as higher intensity producing a greater rise. Evaluation then judges worth and limitation: how reliable the reading is, what it does not tell you, and what conclusion is justified. Work through the data in that order, quote the actual values, and keep every judgement tied to the evidence shown.
tables
A table presents data in rows and columns, and reading it correctly means matching the right row to the right column heading before you use a value. Check the units in each heading, such as seconds, metres or beats per minute, and note whether a column shows a total, an average or a single trial. When a question asks you to analyse a table, compare values across rows or columns and identify the trend; when it asks you to evaluate, judge whether the table supports a stated conclusion. A common trap is reading a value from the wrong row or ignoring the unit, which changes the meaning of the figure entirely.
bar charts
A bar chart displays data in separate rectangular bars whose heights or lengths represent values for distinct categories, such as the number of students choosing each sport or the count of injuries by body part. In GCSE PE data analysis you read the category labels on one axis and the scale on the other, then compare bar heights to identify the highest, lowest and relative frequencies. Bars are separated by gaps because the categories are discrete, not continuous. You should check the scale intervals before comparing, describe differences precisely (for example, twice as many), and link the pattern to a sporting context such as participation or fitness-test results.
line graphs
A line graph plots points joined by a line to show how a value changes, usually over time or against another continuous variable, such as heart rate during exercise or a fitness score across weeks of training. In GCSE PE data analysis you read the axes and scale, identify the plotted points, and describe the trend: whether the line rises, falls or stays level, and how steeply. You should distinguish a steady increase from a sharp change, note any plateau, and link the trend to a sporting explanation, for example recovery of heart rate after exercise. Continuous data suits a line graph because the points connect meaningfully.
pie charts.
A pie chart shows how a whole set of data splits into parts, with each sector's angle proportional to its share of the total. In physical activity and sport, a pie chart could show the proportion of a squad's training time spent on different fitness components, or the share of a season's matches won, drawn and lost. To analyse one, read the sector labels and check that the sectors sum to the whole (360° or 100%). To evaluate, judge what the chart lets you conclude and what it hides: it shows proportions but not totals, so a 25% sector could mean 5 sessions or 500. Compare sectors to identify the largest and smallest shares, then state a practical implication, such as which component is under-represented in training.
Your focus
- Interpret values from a basic data presentation accurately
- Analyse a trend by linking variables and causes
- Evaluate the strength and limits of a conclusion drawn from the data
Show all 15 objectives
- Read a value from a table using the correct row and column
- Interpret tabulated data using the stated units
- Compare tabulated values to identify a trend
- Read values accurately from a bar chart using its scale
- Compare categories shown on a bar chart and state differences
- Apply a bar-chart pattern to a physical education context
- Describe the trend shown by a line graph accurately
- Read values at specific points on a line graph using its scale
- Relate a line-graph trend to a physical education context
- Interpret the size of each sector as a proportion of the whole data set.
- Convert between sector angles and percentages accurately.
- Evaluate the usefulness and limitations of a pie chart when analysing sport data.
Analyse and evaluate data exam tips
Marking Points
- States the values read from the presentation and identifies the trend they show
- Links a change in one variable to a plausible physiological or training cause
- Judges the strength of the conclusion against the evidence actually presented
- Identifies a limitation of the data, such as a single reading or an uncontrolled variable
- Uses correct units and terminology when quoting figures from the presentation
- Locates the correct cell by matching the row label to the column heading
- Reads the value with the unit stated in the column heading
- Compares values across rows or columns to identify a trend
- Judges whether the table supports a stated conclusion
- Identifies the category with the tallest bar as the highest value on the chart
- Reads the value of a named bar accurately against the scale on the vertical axis
- Compares two bars and states which is greater and by how much
- Explains that gaps between bars show the categories are separate and discrete
- Links a pattern in the bars to a sporting context such as participation or injury frequency
- Describes the overall trend of the line as rising, falling or level across the plotted range
- Reads a value at a specified point on the line accurately against the scale
- Identifies a steep section of the line as a rapid change and a flat section as a plateau
- Explains that a line graph suits continuous data such as heart rate over time
- Links the trend shown to a sporting explanation such as recovery or training effect
- Identifies that each sector's angle is proportional to its share of the total.
- States that all sectors together represent the whole data set, summing to 360° or 100%.
- Recognises that a pie chart shows proportions rather than absolute totals.
- Compares the sizes of sectors to identify the largest and smallest shares.
- Draws a practical conclusion about performance or training from the proportions shown.
Examiner Tips
- 💡Read the whole presentation before writing so you know which values are relevant
- 💡Quote specific figures with units to support each analytical point
- 💡Finish with an explicit judgement that weighs the evidence rather than repeating the description
- 💡Read every column heading and its unit before selecting a value
- 💡Trace with a finger or pencil from the row label to the correct column
- 💡Check whether the question asks you to read, compare or judge before answering
- 💡Read the axis labels and scale before quoting any value from a bar
- 💡Quote exact figures from the scale rather than saying a bar is 'big' or 'small'
- 💡State the comparison explicitly, for example which category is highest and by how many
- 💡Quote values at two points to support a statement about change
- 💡Use words such as increase, decrease, plateau and steep to describe the line precisely
- 💡Connect the trend to the sporting context named in the question
- 💡Check that the sectors add to 360° or 100% before drawing conclusions.
- 💡Convert a sector angle to a percentage by dividing by 360 and multiplying by 100.
- 💡Link each proportion to a practical point about training or performance rather than just describing the picture.
Common Mistakes
- Describes the data without drawing any conclusion; add an evaluation that judges what the figures justify
- Asserts a cause with no supporting figure; cite the values that link the variables
- Treats one reading as proof of a general pattern; note the limitation and what further data would be needed
- Reads a value from the wrong row; trace across from the correct row label to the column
- Drops the unit given in the heading; state the unit with every figure
- Assumes a table column is an average when it is a single trial; check the heading before interpreting
- Reads the bar height without checking the scale intervals; confirm the value of each gridline first
- Treats the bars as continuous data joined by a trend; recognise that separate categories are being compared
- Assumes the tallest bar is always the most important without linking it to the question asked; answer the specific comparison required
- Describes only single points and ignores the overall trend; summarise the direction of the whole line
- Misreads the scale so a small rise looks large; check the value of each gridline first
- Treats a plateau as an error rather than a real period of no change; describe it as levelling off
- Reads a sector's angle as a raw count of sessions or matches; convert the angle to a percentage of 360° first.
- Assumes a larger sector always means a larger absolute number; check the total the chart represents.
- Ignores the labels and guesses what each sector means; match every sector to its stated category.
- Treats a pie chart as showing change over time; use it for proportions of a single whole instead.