Highlights
Task:
Context
In professional sports, organisations and clubs gather huge amounts of data about player and team performance and use it to attempt to analyse and predict the results of future games. Some of these organisations use mathematical modelling techniques, such as matrices, that you have studied in Specialist Mathematics.
Task
Your task is to select any sporting competition (local, national or international), which completed an entire season of play. The competition must involve between 8 and 16 teams and a season must have at least 12 rounds.
You must develop a mathematical model using at least 6 rounds of play, and no more than half the season to definitively rank the competitors in order from best to worst and discuss how well the model predicts the final order of the teams at the end of the regular competition (that is, before the final series of games have commenced). Note that the use of secondary data beyond the standard win-loss results to make your predictions is expected.
To complete this task, you must:
• present your findings as an investigative report based on the approach to problem-solving and mathematical modelling. • develop a unique response.
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