Using Data in Physical Activity and Sport
Why Data Matters in Sport
Modern sport is driven by data. Premier League clubs analyse thousands of data points per match to inform selection and tactics. Olympic coaches monitor heart rate, lactate thresholds and power outputs to fine-tune training loads. Even at school level, recording fitness test results and tracking improvement over time transforms vague feelings of “getting fitter” into evidence-based decisions. Understanding how to collect, present and interpret data is a core skill embedded throughout the written examination — data questions appear in every section, not just a dedicated data topic.
Qualitative and Quantitative Data
All data in sport falls into one of two broad categories. Quantitative data deals with numbers and measurements. Heart rate in beats per minute, sprint time in seconds, vertical jump height in centimetres, percentage body fat — these are all quantitative because they give a numerical value that can be compared against norms or tracked over time. Quantitative data can be collected using instruments (stopwatches, heart rate monitors, dynamometers) and analysed statistically.
Qualitative data, by contrast, deals with descriptions, observations and judgements. A coach writing that a swimmer’s stroke technique “lacks rotation at the hip” is providing qualitative data. An athlete’s self-reported motivation level (“I feel more confident since starting the programme”) is qualitative. Qualitative data provides rich, contextual information that numbers alone cannot capture, but it is harder to compare objectively.
Quantitative data = numbers (e.g. Cooper run distance: 2,400 m; press-ups per minute: 32). Qualitative data = descriptions (e.g. “the athlete’s technique improved significantly over the block”). Both types are used in sport, often together: a coach uses quantitative fitness test scores alongside qualitative observation of movement quality.
Presenting Data: Tables and Graphs
Raw data is difficult to interpret on its own. Presenting data in a table or graph reveals patterns, trends and comparisons that would be missed in a list of numbers. Tables are useful for displaying exact values across multiple variables (e.g. fitness test results for a group of athletes across three testing sessions). Each column should have a clear heading and units stated (bpm, seconds, cm, %).
Graphs allow visual comparison of trends over time or between groups. A bar chart is suitable for comparing discrete categories (e.g. the number of students achieving each fitness category in a class). A line graph shows change over time (e.g. a swimmer’s 100 m time improving over a season) and is appropriate when data points are connected by a continuous trend. A pie chart is suited to showing proportions (e.g. the percentage of total training time spent in each heart rate zone). Choosing the wrong graph type for the data loses marks in the exam.
Interpreting Data Against Normative Tables
Once collected, individual results are compared against normative data tables to evaluate performance. A normative table for the Cooper 12-minute run might categorise results for 16-year-old males as: Excellent (>2,800 m), Above Average (2,500–2,800 m), Average (2,300–2,499 m), Below Average (2,200–2,299 m), Poor (<2,200 m). An athlete who runs 2,550 m can therefore be placed in the “Above Average” category for their age group.
Interpreting data accurately requires three steps: quote the relevant figure with its unit; compare it to a reference point (the normative category, a personal best or another athlete’s score); and state the sporting or training implication. Missing any one of these three steps reduces the marks available.
Percentage change is one of the most frequently tested data calculations. The formula is:
Percentage change = ((new value − original value) ÷ original value) × 100
Example: a hockey player’s Illinois agility run time improves from 17.4 seconds to 15.9 seconds after an 8-week agility programme. Percentage improvement = ((17.4 − 15.9) ÷ 17.4) × 100 = (1.5 ÷ 17.4) × 100 = 8.6%. Note that for time-based tests, a lower score is better (the “improvement” is a reduction). Always show your working: state the formula, substitute the numbers, calculate, then state the final answer with units (%). Calculators are permitted in the written examination.
When describing a trend in a graph or table, students often lose marks by identifying the trend without supporting it with a number. The question wants three things: (1) the trend (“cardiovascular endurance improved over the 12-week programme”), (2) a quoted figure with units (“the Cooper run score increased from 2,100 m to 2,450 m”), and (3) a conclusion (“this suggests the continuous training programme was effective at developing aerobic fitness”). A conclusion about a decline should also address potential causes — if a score dropped in week 8, consider whether this coincided with increased training load (overtraining) or illness. Always read the full data set before drawing a conclusion about a single data point.
Three steps for data interpretation: (1) quote the figure with units; (2) compare to a reference point (norm, personal best or another result); (3) state the implication for training or performance. Percentage change formula: ((new − original) ÷ original) × 100. Always state units in the answer.