Applied Mathematics + Sociology
Model the spread of a rumour
Build a logistic model of how a rumour spreads through a school and test it with a class game.
- Intermediate
- 1–2 weeks
- Free
606 projects · 13 streams · every class
Investigations, models, simulations and visual proofs that show mathematics at work, from school topics to university-level modelling.
15 Mathematics projects
Applied Mathematics + Sociology
Build a logistic model of how a rumour spreads through a school and test it with a class game.
Applied Mathematics + Behavioural Economics
Play repeated prisoner's dilemma with classmates and compare what they do with the theory.
Applied Mathematics + Physics
Predict how period depends on length using only units, then confirm the power law with a log-log graph.
Pure Mathematics · Calculus
Find the dimensions of a can that hold a fixed volume with the least material, and compare with real cans.
Statistics and Probability · Data Analysis
Use the score at 10 overs to predict the final total and measure how wrong you are.
Statistics and Probability · Statistics
Plot anonymous marks from several tests and check how well a bell curve describes them.
Applied Mathematics + Finance and Banking
Derive the EMI formula from a geometric series and build a full repayment schedule.
Applied Mathematics · Simulation
Measure real arrival and service times and simulate how the queue changes with one more counter.
Pure Mathematics + Programming
Draw the Koch snowflake, Sierpinski triangle and Mandelbrot set and measure a fractal dimension.
Applied Mathematics + Political Science
Collect ranked preferences from your class and show that different voting rules pick different winners.
Statistics and Probability + Media and Journalism
Pick five statistical claims from the news, find the original data and judge each.
Applied Mathematics · Operations Research
Formulate a real two-variable problem, solve it graphically and check with a solver.
Applied Mathematics + Geography
Fit exponential and logistic models to census data and forecast the next count.
Statistics and Probability + Earth Science
Use ten years of daily data to describe what is normal and what is extreme for each month.
Pure Mathematics + Programming
Model corridors and rooms as a graph and find the fastest route between any two rooms.
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